Walt Disney :: essays research papers

Walt Disney   Ã‚  Ã‚  Ã‚  Ã‚  Walt Disney was one of the famous motion-picture producers in history. He first became known in the 1920's and 1930's for creating such cartoon film characters as Mickey Mouse and Donald Duck. He later produced feature length cartoon films, movies about wild animals in their natural surroundings, and films starring human actors. Disney won 32 Academy Awards for his movies and for scientific and technical contributions to filmmaking. He also gained fame for his development of theme parks.   Ã‚  Ã‚  Ã‚  Ã‚  Walter Elias Disney was born on Dec. 5, 1901, in Chicago, Illinois. His family moved to Missouri, and he spent much of his boyhood on a farm near Marceline. At the age of 16, Disney studied art in Chicago. In 1920, he joined the Kansas City Film Ad Company, where he helped make cartoon advertisements to be shown in movie theaters.   Ã‚  Ã‚  Ã‚  Ã‚  In 1923, Disney moved to Los Angeles to become a film producer or director. When he failed to find a job, he returned to producing cartoons. He set up his first studio in the back half of a real estate office. For several years, Disney stuggled to pay his expenses. He gained success in 1928, when he released the first short cartoons that featured Mickey Mouse. Earlier filmmakers had found that animals were easier to animate than people. Mickey Mouse, drawn with a series of circles, proved ideal for animation.   Ã‚  Ã‚  Ã‚  Ã‚  In 1927, sound that had been added to motion pictures, and a process for making movies in color was developed a few years later. Disney and his staff made imaginative use of sound and color. Disney himself provided Mickey Mouse's voice for Steamboat Willie (1928), the first cartoon to use synchronized sound. His cartoon Flowers and Trees (1932) was the first cartoon in full Technicolor.   Ã‚  Ã‚  Ã‚  Ã‚  From 1929 to 1939, Disney produced a cartoon series called Silly Symphonies, which played in theaters along with other animated films featuring Mickey Mouse and other characters, like Donald Duck, Goofy, and Pluto. After 1924, Disney actually did more of the drawing necessary for his animated films. His genius lay in creating, organizing, and directing the films.   Ã‚  Ã‚  Ã‚  Ã‚  In 1937, Disney issued the first full-length animated feature film to be produced by a studio, Snow White and the Seven Dwarfs. It became one of the most popular movies in history. Disney's later full-length animated films included Pinocchio (1940), Fantasia (1940), Dumbo (1941), Bambi (1942), Cinderella (1950), Alice in Wonderland (1951), Peter Pan (1953), Lady and the Tramp (1955), Sleeping Beauty (1959), 101 Dalmations (1961), and the Jungle Book (released in 1967, after his death). In 1950, Disney released Treasure Island, his first full-length movie to use only human actors.

Managing Food Allergies and Intolerances in the Hospitality Sector Essay

A food allergy is the response of the body to a food or protein the body perceives as injurious and therefore produces antibodies (Eigenmann, 2009). Highly popular are allergies towards nuts, eggs or seafood. The symptoms can vary from swelling of the throat or mouth, skin reactions, noxious feeling, breathing difficulties or even collapse (Busky, 2012). Intolerance on the other hand is the reaction when the body is not able to deal or digest a kind of food because the body misses or cannot produce certain enzymes. Most commonly known are lactose and gluten intolerances which are coeliac disorders. Triggering a malabsorption of several nutritional ingredients the sufferer has to deal with indigestion, mild abdominal (stomach) pain, bloating, occasional changes in bowel habit, such as episodes of mild diarrhoea or constipation, loss of appetite, weight loss or even vomiting (National Health Services). All these symptoms give high restrictions during daily life and require careful attention. Further the term of anaphylaxis appears quite often in the context of food allergy. Anaphylaxis describes an extreme form of imunsystem reaction to a chemical contact with of a substance of the sufferer within the environment. It impinges on the whole body and can in worst cases lead to an anaphylactic shock which often causes death (National Health Services). The British Allergy Foundation stated that in 2012 up to 21 million people in the UK are affected by food allergies and that almost 10 million of them are suffering from more than one allergy. They further estimated that by the year 2015 almost 50 per cent of the Europeans will suffer from an allergy. These facts are already allowing an insight into the importance of the topic in the hospitality industry and its uprising as a contemporary issue of increasing significance. In the following section some general information and research and three food allergy organizations will be presented more in detail. The topic will be presented with a detailed view on the approach in restaurants. The key findings will be evaluated and summarized in the conclusion. Discussion General Information Allergens in food are not always labelled and indicated on product or menu items. Further as per the findings of Pratten and Towers (2003) there is high education and training for hospitality workers in terms of food hygiene and preparation but with no deeper focus on handling food allergies. Eating out therefore becomes a difficult challenge especially for families. Especially, after reviewing a study of Cathy A. Enz on behalf of the Cornell Hospitality Quarterly in 2004. Her findings show that for restaurant managers and owners the level of concerns regarding food allergies lays only with 3,3 % (out of 100%) and is ranked on the sixed position out of eight criteria (see appendix, exhibit 1). As per Allergykids. com four in ten UK school children have an allergic condition. Hence the parents have to control and watch after their children much more to ensure their well-being. The founder and CEO of Allergyeats. com, Paul Antico states â€Å"First and foremost, I’m a dad of kids who have food allergies. I understand the concerns of parents and know what it’s like to be constantly on guard. † Adding to this statement, seven out of ten sufferers say their allergy has an adverse effect on their lives (Allergykids. com, 2012). This is clearly showing the impact on the hospitality and the need for adaption in the service offer. Within the issue of Food Allergies there have been several approaches to ease and make the topic more valid and accessible on the consumer as well as on the service providers ‘point of view. The Food Allergen Labeling and Consumer Protection Act One step was the Food Allergen Labeling and Consumer Protection Act of the second of August of 2004 which came into effect on the first of August 2006. It obliges manufacturers to label and indicate common allergens like nuts or milk on their product on a clear and comprehensible way (Food and Drug Administration, 2004). Whereas it is questionable if the consumer can be assured by this with correct labeling. The Food and Drug Administration is randomly inspecting different food packaging for the allergen label but it is shady if some products might just slip through and give wrong indications for the consumer. Nevertheless nowadays there is a wide range of products (for example in a supermarket with an average of 50,000 products (Google Answeres)) and most of them are food items. Therefore the control of all packaging becomes a heavy challenge. However the first step is the mplementation of such a law. Regarding the fact that the Act is in effect since 2006 it can be estimated that products have been relabeled over the years and especially new products introduced the allergen label by entering the market. The Gluten Free and Allergy Free Passport The Gluten Free and Allergy Free Passport organization are â€Å"Educating the World about Food & Travel since 2005† (GFPassport, 2012). The below graph is showing their approach to necessary communication between restaurant and allergy sufferer: Fig. 1 Gluten & Allergy Free Passport, 2012 On both sides, on the guest perspective and the restaurant perspective there should be previous education. The Guest, in this case the allergy sufferer needs to assess his comfort level by for example talking to the wait staff. After identifying the eating options the guest conducts the pre planning and starts the interaction with the restaurant. Communication the guest? s needs and specifications are crucial and the first step in the interaction. Ordering the meal and receiving it, the guest should provide feedback about his experience. At the same time not only the guest has to be cautious, the wait staff and the cooks have to understand the guest needs and facilitate the specification ordered by fully ensuring safety for the guest. After the meal is delivered the staff should follow-up not only for the well-being of the guest but also to apply critical feedback. The Chef? s Card To ease this communication between the customer and the restaurant some organisation like the Allergy Free Table LLC company introduced a useful tool. The company is trying to educate and provide information in that area. But not only the provision of important information about allergies and intolerances, facts and figures, problems and risks is their aim but they also giving solutions to make daily life for allergy sufferers easier. One of their approaches is the Chef? s card. It is similar to a business card indicating the allergy of the consumer, the degree of the allergy and the actions to be taken in case of an allergic reaction. Example of Layout of Chef? s Card: Fig. 2: Allergy Chef? s Card (Allergy Free Table, LLC, 2012) The Allergy Free Table LLC.  Co provides sample cards and individual adjusted templates which are provided for free download and print out on their website. This approach is widely spread and having a look through the World Wide Web a lot of positive comments regarding this idea can be found. On the forum for Food Allergy Support, members are commenting â€Å"We go out eat a lot and we use the Chef? s Card [†¦]†, â€Å"[†¦] the cards are useful [†¦]† or â€Å"[†¦] I’m all for chef cards! [†¦]†. Further there can be services found other online services as SelectWisely. com which is providing Chef? Card with the focus on people travelling and therefore translating them in the respective language. From the customer and the restaurants perspective the Chef? s Card is an effective approach to this serious issue. The customer receives the feeling to be taken more serious with the special demand. Further for example the wait staff have something to hold in the hands, which can be handed over to the kitchen staff and results in more security as the level of miscommunications is narrowed. Particularly while travelling the Chef? Card is relieving the customer from feeling stressed eating out as well the restaurant obtains a clear guideline to handle the guest conveniently and most important safely. To sum up the approach of the Chef? s Card is an innovative approach which eases the concern of food allergy issues in restaurant for both parties. The Food Allergy and Anaphylaxis Network Despite many online communities (e. g. the Allergy Free Table LLC. Co) are providing information the most popular one might be the Food Allergy and Anaphylaxis Network. The Food Allergy and Anaphylaxis Network (FAAN) are calling themselves the â€Å"most trusted source of information† and can record over 22,000 memberships in the year 2012 (FAAN, 2012). The network is funded by the annual membership fees, donations and charity events like the yearly FAAN Walk for Food Allergy. They are committed to increase the awareness of the impact and implications of Food Allergies, the provision of education for young and old, advocate further research into the topic. The FAAN offers programs like the â€Å"Safe@School† program which is a package including nformation material as well as implementation and management strategies for schools (FAAN, 2012). Moreover they understood that â€Å"Eating away from home can pose a significant risk to people affected by food allergy. Research suggests that close to half of fatal food allergy reactions are triggered by food served by a restaurant or other food service establishment† (FAAN, 2012). So they are approaching restaurateurs directly and are calling up on more training for hospitality staff: â€Å"Education, cooperation, and teamwork are the keys to safely serving a guest who has food allergies. All food service staff – including restaurant managers, servers, and kitchen staff – must become familiar with the issues surrounding food allergies and the proper way to answer guests’ questions. Further, they must know what to do if an allergic reaction occurs. † The network emphasises on cooperation between the restaurants and customers to ease the barriers and to diminish the risks for allergy sufferers while eating out. The handbook for training of hospitality staff is only one of the collections of information which is provided for free on the FAAN? s homepage. Reviewing the amount of information which is available especially online restaurateurs should no longer hesitate to implement the handling of food allergies as an inherent part of their standards and policies. Much information is available for free and some managerial strategies and ,of course training sessions, will cost some money. Nevertheless this undertaking is not too difficult as food safety and hygiene procedures are already applied in gastronomic enterprises. As shown above the need for an extension to allergy concerns from the customers? side is omnipresent. Although that the adaption of this issue will cost time and money in return target markets and customer acquisition will be promoted. The Trend of Labelling Menu Items Food labelling is only mandatory for products coming from the manufacturer, so those which are e. g. bought in supermarkets and grocery shops. This labelling format has been improved by the Codex Alimentarius by the Commission of the Food and Agriculture Organization of the United Nations and the World Health Organization in 2003 also adapted by the European Parliament and one year later in the USA. It regulated that foods triggering ensitive reactions have to be labelled. Current discussions about having restaurants to label their menu items are on-going but â€Å"[†¦] the restaurant industry argued that mandatory labeling would be a significant burden on most restaurants, the majority of which are small businesses that do not have the technical ability and/or knowledge to provide and publish such data† (Pizam, 2011). Restaurants mostly object menu labeling. Small businesses only produce in small amounts and menu items change frequently which would imply additional financial expenditures on the menu design. Further restaurants are arguing that the demand for labeled menus is not high enough. Attempts with calorie and fat indications mostly failed in past years. The demand for low calorie and low fat items in comparison to the conventional products was not high enough (Din, Zahari, Otham, Abas, 2012). It is questionable if this failure of menu indications is significant in the debate about labeling menus for allergy sufferers (Pizam, 2011). The quoted arguments are comprehensible but the extreme defensive attitude should be dropped. The request for menu labeling must not be a generalized demand but a compromise could be formed. Restaurants could have some additional menus indicating a detailed description of the menu ingredients. Other than that the restaurant might be able to guarantee that the cook on shift knows all its products and ingredients. This could be done by narrowing the amount of suppliers, brands and by maintaining the supplier for basic products. Maintaining loyal to a supplier as a plus would reduce purchase costs as restaurants receive better prices with long-term contracts. Conclusion Concluding from the findings the issue of food allergies in restaurants will be of increasing concern in the following years. Therefore there is every indication to find common approaches and standards to build up a convenient interrelation between customers and restaurants. The customer, most of all, needs to develop the trust to the restaurateur of being served in a serious and safe manner. The presented concept of the Chef? s Card is a recommendable and effective way to ease the communication for the special requirements of an allergy sufferer. Further the restaurant can handle the conveyed responsibility with more secureness and assurance. As the research has shown labelling the menu to needs of allergy sufferers is still in heavy discussion. Nevertheless a common standard should be introduced in order for the restaurant to clearly follow any special requests. To conclude in the future an overall standard is required in restaurants. Procedures should be extended and the implementation of allergy handling should be a standard for all gastronomy venues. The load of information is immense and the accessibility is there. Hence restaurants have little excuse too not implement some new strategies in their procedures. Although staff turnover is very high in the hospitality sector which is complicating the demand for additional training, hygiene and food safety instructions are mandatory for all hospitality staff. So why not extend and cover the issue of food allergies at the same time. Consequently restaurants could be labelled as being trained in allergy concerns and customers can easily choose to eat out.

Impact Of The Sarbanes-Oxley Act

Supporters of companies going public suggest that gaining additional capital is one of the benefits medium sized companies gain by going public. The rationale for going public is to float the shares of the company through the stock market by starting an initial public offer (IPO) inviting the public to purchase its shares and raise additional capital. Once the company has met all of the requirements for filing Security Stock and Exchange (SEC) they are in compliance with SOX.Under SOX section 404, requires all CEO and CFO to certify and report to the public the effectiveness of internal control over the financial statements. Secondly, corporate social responsibility (CSR) is another benefit accrued by a medium sized company by going public through publication of it information. Aside from profitability, corporate social responsibility aids company to position ineffective market-based solutions to social. By CSR redirect negative problems caused by corporate operations onto the consum er and protecting their interests while hampering efforts to find just and sustainable solutions.The rationale of publishing company information is to give the company a platform to state its willingness to take into consideration the stakes of all stakeholders involved in its financing and operations. This increases public confidence in the company. Going public also benefits a medium sized company by increasing its competitive advantage in the global market. Going public is a strategic objective by some medium sized companies to become competitively aligned. Finally, gain competitive advantage all through expanded capital base and improved public confidence.Create an argument that the same goals may be achieved if the company remains a privately held entity. Provide support for your answers The opponents of public listing held that a company can acquire the benefits of going public while still being private and more efficient. For instance, Leuz (2007) asserts that a company can g ain additional capital through borrowing loans from banks as opposed to going public. Corporate social responsibility can also be obtained even for privately owned companies that actively engage in community advancement programs.In this way, the company meets the requirements of its stakeholders without exposing itself to public scrutiny and retains its ability to maintain a competitive advantage through internal strengths and enhanced customer relationship management (Dolvin & Pyles, 2007). The opponents of going public also hold that a corporation can devise ways of being strategically aligned while retaining its private status. For instance, a private company can make objectives that are strategically aligned to its vision and mission and narrow its market niche to serve the needs of its customers.This can be achieved through strategies such as being the least cost provider for commodities or emphasizing unique customer experience through the provision of quality products. This d isqualifies the perception that a company can only gain competitive advantage by going public (Li, Morton & Sonja, 2008). When a company decides to go public, it can typically obtain capital by issuing stocks or bonds. Suggest four (4) leading financial rations that will be evaluated and how each will impact the company’s decision to obtain expansion funds. Determine whether the results of the ratios would alter the decision to go public.Financial analysis serves as both a control and planning tool. Aids in making important company decisions obtain expansion funds and also on the decision to go public or remain private. Liquidity ratio illustrates the ability of a company to pay its accrued debt in the short term. A company with high liquidity ratios is not advised to obtain expansion funds through debt since it cannot pay up the already accrued debt. It would be advisable for such a company to generate expansion funds by going public since this increases the equity ratio and reduces the debt and liquidity ratios (Alrafadi, & Md-Yusuf, 2011).Activity ratio assesses the ability of the company to convert its assets to cash. When activity ratio is high, the company should go public since it already has liquid cash and needs to save up more of its finances through the floating of shares compared to borrowing cash. Profitability ratios assess the measures that organizations will use in making money. It mainly assesses the profitability of a company against the earnings ratio, and when this ratio is low, the company needs to remain private then go public since its profitability will not attract any investors (Alrafadi, & Md-Yusuf, 2011).Debt ratio is aimed at assessing what amount of the company capital structure constitutes debt capital. Where the company has a lower debt ratio, it means that it has more of equity than debt, which is a good state in a company. In this case, the company can borrow debt capital or go public to gain more funds as it has a stron g debt ratio. That it is essential to analyze the financial ratios of a company prior to deciding, whether to obtain more funds by going public (Alrafadi, & Md-Yusuf, 2011).By researching, the results of SOX compliance surveys assess the financial impact that SOX might have on your company if it decides to go public. Considering the impact SOX compliance, take a position as to whether your company can overcome the challenges posed by identifying the potential advantages and disadvantages that SOX may have on your company. SOX is a legal framework developed by the United States with the aim of increasing the accountability and transparency of listed companies, especially pertaining to the cost of going public.Transparency is one of the advantages gained by a medium sized company that uses SOX to go public. Structures put in place through SOX monitor the internal systems of the company, prevent failure, ensure accurate disclosures and improves the management of risk of the company. Th is enhances the transparency of the medium sized company and increases its credibility among the public and potential shareholders (Kaserer, Mettler & Obernberger, 2011). Going public with SOX also enhances the reliability of medium sized companies.The consumers and members of the public are able to predict the company’s behavior since the company publishes its accounts. Through transparency and improved public scrutiny, shareholders and other stakeholders such as customers are able to view the profit of the company, the prospectus and evaluate the ability of the company to meet their expectations in the future. The consumers can through public scrutiny develop confidence on the medium sized company going public via SOX, which increases customer base and profitability of the company (Litvak, 2007).Additionally, a medium sized company benefits from going public through SOX by enhancing investor confidence in the ability of the company to offer viable returns to investorsâ€⠄¢ investment. For example, an investor will be more confident in investing in a company that publishes its financial statements as a requirement of going public. This is because the investor will be able to view the profits of the company and its ability of the provide high returns on the investors capital. This benefits the company through investor loyalty and attracts more potential investors (Li, Morton & Sonja, 2008).Cost is one of the major negative impacts of SOX if a company goes public. For example, a company has to incur underwriting cost, which is a, direct cost for a company going public. The company going public under SOX also incurs indirect costs like under-pricing of its shares in the stock exchange (Wintoki, 2007). The Company also incurs legal cost since lawyers are needed to advise the company on legal consequences of going public. In most instances, the cost of a company going public through SOX outweighs the benefit of going public and may have adverse effects o n the company Leuz, 2007).Lack of secrecy is another adverse effect of a company going public through SOX. For example, a company that discloses its financial records risks sharing its strategic plans with its competitors, which robs the company the ability to remain competitive since its strategies and secrets are available for public scrutiny (Litvak, 2007). Moreover, involvement of external auditors is another adverse effect of SOX going public to medium sized companies. Example; prior to being private where a company would have just an internal auditor, a company that goes public also needs an external auditor to verify the internal systems of the Company.This further exemplifies the operations and the auditing costs of the company by going public as a report of the external auditor are more reputable compared to that of an internal auditor (Grifin & Lont, 2005). Make recommendation as the CEO regarding the alternative (i. e. , going public or staying private) that will best sup port the company’s expansion goals. As the Chief Executive Officer of a medium sized company, I recommend that the medium sized company should go public as this will support the company’s expansion goals.This is affirmed by the fact that going public fits into the strategic objectives of the company by being strategically aligned to gain competitive advantage. Although there are costs incurred during going public if the team is committed to the process and there are available resources to go public; economic feasibility evidences that the benefit of going public outweighs the risk and viable venture for any medium sized company. Moreover, though SOX has been challenged, the benefit that accrues to a medium sized company by going public affirms the rationale for a company to go public.

Inequalities on ACT Math Strategies and Practice

Inequalities on ACT Math Strategies and Practice SAT / ACT Prep Online Guides and Tips Inequality questions come in a variety of shapes and forms on the ACT, but, no matter their form, you will see approximately three inequality questions on any given test. This means that inequality questions make up 5% of your overall ACT math test. Now, 5% of your test might not sound like a lot, but with only a quick brush-up on inequalities, that's an additional 5% of your questions that you're bound to rock! This will be your complete guide to inequalities on the ACT: what they are, the different types of ACT math problems on inequalities, and how to solve them. What Are Inequalities? An inequality is a representation that two values are not equal or that two values are possibly not equal. There are different types of inequalities and different symbols to denote these different relationships. ≠  is the "unequal" sign. Whenever you see this sign, you know that two values are not equal, but nothing more. We don't know which value is greater or less than, just that they are not the same. If we have $y ≠  x$, we do not know if $y$ is greater or less than $x$, just that they do not equal one another. is the "greater than" sign. Whichever number or variable is facing the opening of the sign is always the larger of the two values. (Some of you may have learned that the sign is a "crocodile" and that the crocodile always wants to eat the larger value). For instance, $x 14$ means that $x$ can be anything larger than 14 (it can even be 14.00000000001), but it cannot be 14 and it cannot be less than 14. is the "less than" sign. Whichever number is facing away from the opening of the sign is the lesser of the two values. This is just the greater than sign in reverse. So $14 x$ is the exact same equation we had earlier. $x$ must be larger than 14, 14 must be smaller than $x$. ≠¥ is the "greater than or equal to" sign. This acts exactly the same as the greater sign except for the fact that our values can also be equal. Whereas $x 14$ meant that $x$ could only be any number larger than 14, $x ≠¥ 14$ means that $x$ could be equal to 14 or could be any number larger than 14. ≠¤ is the "less than or equal to" sign. Just as the less than sign acted as a counter to the greater than sign, the less than or equal to sign acts counter to the greater than or equal to sign. So $x ≠¥ 14$ is the exact same thing as saying $14 ≠¤ x$. Either way, we are saying that 14 is less than or equal to $x$, $x$ is greater than or equal to 14. Each symbol describes the relationship between two values, but we can also link multiple values in a string. For instance, we can say: $5 x 15$ This gives us both an upper and a lower limit on our $x$ value, because we know it must be both larger than five and less than 15. If we only had $5 x$, the upper limit of $x$ would stretch into infinity, and the same with the lower limit if we only had $x 15$. For tips on how to keep track of which signs mean which, check out this article. The inequality crocodile is always hungry for the most it can get, om nom nom. How to Represent Inequalities We can represent inequalities in one of three different ways: A written expression A number line A graph Let's look at all three. Inequalities as written expressions use only mathematical symbols and no diagrams. They are exactly what we have been working with above (e.g., $y 37$). An inequality number line allows us to visualize the set of numbers that represents our inequality. We use a dark line to show all the numbers that match our inequality, and we mark where the inequality begins and/or ends in two different ways. To mark the beginning of an inequality that is "greater than" or "less than," we use an open circle. This shows that the starting number is NOT included. To mark the beginning of an inequality that is "greater than or equal to" or "less than or equal to," we use a closed circle. This shows that the starting number IS included. We can also combine these symbols if our inequality equation requires us to use two different symbols. For instance, if we have $-3 x ≠¤ 3$, our number line would look like: And finally, we can have inequalities in graphs for any and all types of graphs on the coordinate plane (more on the coordinate plane coming soon!). "Greater than" will be above the line of the graph, while "less than" will be below the line of the graph. Greater: This is true no matter which direction the line of the graph extends. Less: In terms of markings, inequality graphs follow the same rules as inequalities on number lines. Just as we use an open circle for "greater than" or "less than" inequalities, we use a dashed line for inequality graphs that are "greater than" or "less than." And just how we use a closed circle for "greater than or equal to" or "less than or equal to" inequalities, we use a solid line for our graphs that are greater or less than or equal to. And now to dive right in to ACT inequality problems! (Awkward flailing optional). Typical ACT Inequality Problems There are three different types of inequality questions you'll see on the ACT, in the order from most to least common: #1: Solve an inequality equation (find the solution set) #2: Identify or answer questions about an inequality graph or number line #3: Find alternate inequalities that fulfill given information Let's look at each type- what they mean and how you'll see them on the ACT. #1: Solving an Inequality Equation This is by far the most common type of inequality question you'll see on the ACT. You will be given one or two inequality equations and must solve for the solution set of your variable. Inequality problems work exactly the same way as a single variable equation and can be solved in the same way. Just think of the inequality sign as being the same as the equals sign. So you will perform the same actions (adding, subtracting, multiplying, and dividing) on each side. For instance: $9 + 12x 45$ $12x 36$ $x 3$ The only difference between equations and inequalities is that the inequality sign flips if you multiply or divide each side by a negative. For instance, $10 - 4x 50$ $-4x 40$ $x -10$ Because we had to divide each side by -4, we had to reverse the sign of the inequality. Alternatively, we can also use the strategy of plugging in answers (PIA) or plugging in numbers (PIN) to solve our inequality problems. Because all ACT math problems are multiple choice, we can simply test out which answers match our equation (and which do not) or we can choose our own values for x based on the information we know, depending on the problem. Let's look at an example of how this looks on the ACT, whether we solve the problem algebraically or by PIA. The inequality $3(x+2)4(x-3)$ is equivalent to which of the following inequalities? F. $x-6$G. $x5$H. $x9$J. $x14$K. $x18$ Solving Method 1: Algebra First, distribute out the variable on each side. $3(x + 2) 4(x - 3)$ $3x + 6 4x - 12$ Now, we must isolate our variable just as we would with a single variable equation. $6 x - 12$ $18 x$ Just as we saw back in our definitions, we know that we can also flip the inequality sign if we also switch the sides of our values. So $18 x$ is the same as saying $x 18$. Our final answer is K, $x 18$ Solving Method 2: Plugging in Answers Though it will often take a little longer, we can also solve our inequality problems by testing out the values in our answer choices. Let's, as usual when using PIA, start with answer choice C. Answer choice C says $x$ is less than 9, so let us see if this is true by saying that $x = 8$. If we plug in 8 for $x$ in the equation, we'll get: $3(x + 2) 4(x - 3)$ $3(8 + 2) 4(8 - 3)$ $3(10) 4(5)$ $30 20$ This is true, but that doesn't necessarily mean that it is the correct answer. Just because we know that $x$ can be equal to 8 or less doesn't mean it can't also be greater than 8. All we know for sure is that we can eliminate answer choices F and G, since we've problem that $x$ can be larger than each of them. So let us now go the opposite route and look at the highest value $x$ can be, given our answer choices. Answer choice J gives us $x 14$ and answer choice K says that $x 18$, so what would happen is we gave $x$ a value between the two? Let us say that $x = 16$ $3(x + 2) 4(x - 3)$ $3(16 + 2) 4(16 - 3)$ $3(18) 4(13)$ $54 52$ Because our inequality works for $x = 16$, we know that $x$ can be greater than $x 14$ and can, therefore, be greater than all the answer choices except for answer choice K (the answer choice that gives us our largest possible value for $x$). This is enough to tell us that our final answer is K. Our final answer is, again, K, $x 18$ #2: Inequality Graph and Number Line Questions For these types of questions, you will be asked to identify a graph or a number line from a given equation. Alternatively, you may be asked to infer information from a given inequality graph. Either way, you will always be given the graph on the coordinate plane. We know that the sum of $x$ and $y$ must be greater than 1, so let us imagine that one of those two variables is equal to 0. If we say that $x = 0$, then y alone has to be greater than 1 to make the sum of $x$ and $y$ still be greater than 1. We also know that we indicate that a value is "greater than" on a graph with a dashed line at the value in question and a filled in area above the value. The only graph with a dashed line at $y = 1$ and that has a shaded area above this value is graph J. This means graph J is more than likely our answer, but let's confirm it just to be safe. Because the sum of $x$ and $y$ must be greater than 1, the alternative possibility to $x = 0$ and $y 1$ is that $y$ equals zero, so $x$ must be greater than 1. To show this, we would need a dashed line at $(1, 0)$ and a shaded area above it, all of which graph J has. Now, to finish confirming that graph J is indeed our answer, we would simply do what we did to locate the lower limit of our graph in reverse so that we can find the upper limit. If $x + y 2$, then, when $x = 0$, $y$ must be less than 2, and when $y = 0$, $x$ must be less than 2. This would give us dashed lines at $(0, 2)$ and $(2, 0)$, both of which are on graph J. Our final answer is J. #3: Finding Alternate Inequality Expressions The rarest form of inequality questions on the ACT will ask you to use given inequalities and find alternate inequalities that must be true based off this given information. Let's look at one of these in action, to better see how this type of question works. If $x$ and $y$ are real numbers, such that $x1$ and $y-1$, then which of the following inequalities must be true? A. $x/y1$ B. $|x|^2|y|$ C. $x/3-5y/3-5$ D. $x^2+1y^2+1$ E. $x^{-2}y^{-2}$ There are two different ways we can solve this problem, by plugging in our own numbers or by working through it based on our logic and knowledge of algebra. We'll go through both methods here. Solving Method 1: Plugging in Numbers (PIN) Because we have a problem with multiple variables in both the problem and in the answer choices, we can make life a little easier and give our variables numerical values. Now, we do have to be careful when using this method, however, because there are infinite variables to choose from for both $x$ and $y$ and so more than one answer choice might work for any given variables we give to $x$ and $y$. If two or more answer choices work, we must simply pick new variables- eventually only the correct answer will be left, as it must work for ALL values of $x$ and $y$. When it comes to picking our values for $x$ and $y$, we can also make life easy by picking values that are easy to work with. We know that we must divide both $x$ and $y$ by 3 in answer choice C, so let us pick values that are divisible by 3, and we know we must square our values in several answer choices, so let us pick numbers that are fairly small. Now let's just say that $x = 6$ and $y = -9$ (Why those numbers? So long as they fulfill the given information- and they do- then why not!) And let us plug these values into our answer choices. Answer choice A gives us: $x/y 1$ If we plug in our values, we get: $6/{-9}$ $-{2/3}$ This is NOT greater than 1, so we can eliminate answer choice A. Answer choice B gives us: $|x|^2 |y|$ If we plug in our values, we get: $|6|^2 |-9|$ $36 9$ This is correct, so we will keep answer option B in the running for right now. Answer choice C gives us: $x/3 - 5 y/3 - 5$ If we plug in our values, we get: $6/3 - 6 {-9}/3 - 5$ $2 - 6 -3 - 5$ $-4 -8$ This is correct, so we will keep answer option C in the running for now as well. Because B and C are both correct, we will need to come back and test them both again with different values later. Answer choice D gives us: $x^2 + 1 y^2 + 1$ $6^2 + 1 -9^2 + 1$ $36 + 1 81 + 1$ $37 82$ This is NOT true, so we can eliminate answer choice D. Answer choice E gives us: $x^{-2} y^{-2}$ $6^{-2} -9^{-2}$ $1/{6^2} 1/{-9^2}$ $1/36 1/81$ Now this is indeed true, but what if we had chosen different values for x and y? Let's say that we said $x = 9$ and $y = -6$ instead (remember- so long as the numbers fit with the given information, we can use any values we like). $x^{-2} y^{-2}$ $9^{-2} -6^{-2}$ $1/{9^2} 1/{-6^2}$ $1/81 1/36$ Whoops! Answer choice E is no longer correct, which means we can eliminate it. We are looking for the answer choice that is always true, so it cannot possibly be answer E. Now we are left with answer choices B and C. Let's look at them each again. While we saw that our values for $x$ and $y$ meant that answer choice B was indeed true, let's see what would happen if we choose a much smaller value for $y$. Nothing is stopping us from choosing -6,000 for $y$- remember, all that we are told is that $y -1$. So let us use $y = -6,000$ instead. $|x|^2 |y|$ $|6|^2 |-6,000|$ $36 6,000$ This inequality is NOT true anymore, which means we can eliminate answer choice B. This means that answer choice C must be the right answer by default, but let's test it to make absolutely sure. Let us try what we did with answer option E and reverse the absolute values of our $x$ and $y$. So instead of $x = 6$ and $y = -9$, we will say that $x = 9$ and $y = -6$. $x/3 - 5 y/3 - 5$ $9/3 - 5 {-6}/3 - 5$ $3 - 5 -2 - 5$ $-2 -7$ No matter how many numbers we choose for $x$ and $y$, answer choice C will always be correct. Our final answer is C, $x/3 - 5 y/3 - 5$ Solving Method 2: Algebraic Logic As we can see, using PIN was successful, but required a good deal of time and trial and error. The alternative way to solve the problem is by thinking of how negatives and positives work and how exponents and absolute values alter these rules. We know that $x$ must be positive and $y$ must be negative to fulfill the requirements $x 1$ and $y -1$. Now let us look through our answer choices to see how these expressions are affected by the idea that $x$ must always be positive and $y$ must always be negative. Answer choice A gives us: $x/y 1$ We know that any fraction with a positive numerator and a negative denominator will be negative. And any negative number is less than 1. Answer choice A can never be correct. Answer choice B gives us: $|x|^2 |y|$ An absolute value means that the negative sign on $y$ has been negated, so this might be correct. But y can be any number less than -1, which means its absolute value could potentially be astronomically large, and $x$ can be any number greater than 1, which means its absolute value might be comparatively tiny. This means that answer choice B is not always correct, which is enough to eliminate it from the running. Answer choice C gives us: $x/3 - 5 y/3 - 5$ Now let's look at each side of the inequality. We know that any fraction with a positive number in both the numerator and in the denominator will give us a positive value. This means we will have some positive value minus 5 on the left side. We also know that any time we have a negative value in the numerator and a positive value in the denominator, we will have a negative fraction. This means we will have some negative value minus 5 on the right side. We also know that a negative plus a negative will give us an even greater negative (a smaller value). If we put this information together, we know that the left side may or may not be a negative value, depending on the value of $x$, but the right side will only get more and more negative. In other words, no matter what values we give to $x$ and $y$, the left side will always be greater than the right side, which means the expression is always true. Now this should be enough for us to select our right answer as C, but we should give a look to the other answer choices just in case. Answer choice D gives us: $x^2 + 1 y^2 + 1$ We know that if we square both a positive number and a negative number, we will get a positive result, so the negative value for $y$ is no longer in play. This inequality will therefore be true if the absolute value of $x$ is greater than the absolute value of $y$ (e.g., $x = 10$ and $y = -9$), but it won't be true if the absolute value of $y$ is greater than the absolute value of $x$ (e.g., $x = 9$, $y = -10$). This means that the inequality will sometimes be true, but not always, which is enough to eliminate it. Finally, answer choice E gives us: $x^{-2} y^{-2}$ We know that a number to a negative exponent is equal to 1 over that number to the positive exponent (e.g., $5^{-3} = 1/{5^3}$). This means that each value will be a fraction of 1 over the square of our $x$ and $y$ values. This will give us two positive fractions and $1/{x^2}$ will only be larger if the absolute value of $x$ is smaller than the absolute value of $y$. But, because our $x$ and $y$ values can be anything so long as $y$ is negative and $x$ is positive, this will only sometimes be true. We can therefore eliminate answer choice E. This leaves us with only answer choice C that is always true. Our final answer is C, $x/3 - 5 y/3 - 5$ "Win a war," "Rock the ACT"- we'd say the two are basically one and the same. ACT Math Strategies for Inequality Problems Though there are a few different types of inequality problems, there are a few strategies you can follow to help you solve them most effectively. #1: Write Your Information Down and Draw It Out Many problems on the ACT, inequalities included, appear easier or less complex than they actually are and can lead you to fall for bait answers. This illusion of ease may tempt you to try to solve inequality questions in your head, but this is NOT the way to go. Take the extra moment to work your equations out on the paper or even draw your own diagrams (or draw on top of the diagrams you're given). The extra few seconds it will take you to write out your problems are well worth the points you'll gain by taking the time to find the right answer. #2: Use PIN (or PIA) When Necessary If all you know about $x$ is that it must be more than 7, go ahead and pick a value for $\bi x$. This will help you more easily visualize and work through the rest of the problem, since it is generally always easier to work with numbers than it is to work with variables. As you use this strategy, the safest bet is to choose two values for your variable- one that is close to the definition value and one that is very far away. This will allow you to see whether the values you chose work in all instances. For instance, if all you know is $x 7$, it's a good idea to work through the problem once under the assumption that $x = 8$ and another time under the assumption that $x = 400$. If the problem must be true for all values $x 7$, then it should work for all numbers of $x$ greater than 7. #3: Keep Very Careful Track of Your Negatives One of the key differences between inequalities and single variable equations is in the fact that the inequality sign is reversed whenever you multiply or divide both sides by a negative. And you can bet the house that this is what the ACT will try to test you on again and again. Though the ACT is not engineered to trick you, the test-makers are still trying to challenge you and test whether or not you know how to apply key mathematical concepts. If you lose track of your negatives (an easy thing to do, especially if you're working in your head), you will fall for one of the bait answers. Keep a keen eye. #4: Double-Check Your Answer by Working Backwards (Optional) If you feel unsure about your answer for any reason (because so many of the answer choices look the same, because you're not sure if you handled the issue of negative numbers correctly, etc.), you can work backwards to see if your expression is indeed correct. For instance, let us look at the inequality we had earlier, when talking about the function of negatives on inequalities: $10 - 4x 50$ Again, we would go through this just as we would a single variable equation. $-4x 40$ $x -10$ But now maybe that answer doesn't feel right to you or you just want to double-check to be sure. Well, if we're told that $x$ must be greater than -10 to fulfill the inequality, let's make sure that this is true. Let us solve the expression with $x = -9$ and see if we are correct. $10 - 4x 50$ $10 - 4(-9) 50$ $10 + 36 50$ $46 50$ This is correct, so that's promising. But we found that $x$ needed to be greater than -10, so our expression should also be INCORRECT if $x$ were equal to -10 or if $x$ were less than -10. So let us see what happens if we have $x = -10$. $10 - 4x 50$ $10 - 4(-10) 50$ $10 + 40 50$ $50 50$ The inequality is no longer correct. This means that we know for certain that the solution set we found, $x -10$ is true. You will always be able to work backwards in this way to double-check your inequality questions. Though this can take a little extra time, it might be worth your peace of mind to do this whenever you feel unsure about your answers. Ready, set? It's test time! Test Your Knowledge Now let's put all that inequality knowledge to the test on some real ACT math problems. 1. The inequality $6(x+2)7(x-5)$ is equivalent to which of the following inequalities?A. $x-23$B. $x7$C. $x17$D. $x37$E. $x47$ 2. 3. If $r$ and $s$ can be any integers such that $s10$ and $2r+s=15$, which of the following is the solution set for $r$? A. $r≠¥3$B. $r≠¥0$C. $r≠¥2$D. $r≠¤0$E. $r≠¤2$ 4. Which of the following is the solution statement for the inequality shown below? $-51-3x10$ F. $-5x10$G. $-3x$H. $-3x2$J. $-2x3$K. $x-3$ or $x2$ 5. Answers: E, E, E, H, D Answer Explanations 1. This is a standard inequality equation, so let us go through our solve accordingly. First, let's begin by distributing out our equation. $6(x + 2) 7(x - 5)$ $6x + 12 7x - 35$ $12 x - 35$ $47 x$ Because we did not have to divide or multiply by a negative, we were able to keep the inequality sign intact. And because the expression $47 x$ and $x 47$ mean the same thing, we can see that this matches one of our answer choices. Our final answer is E, $x 47$ 2. We are given two graphs with equations attached and we must identify when one equation/graph is less than the other. We don't even have to know anything about what these equations means and we do not have to fuss with solving the equations- we can simply look at the diagram. The only place on the diagram where the graph of $y = (x - 1)^4$ is less than (aka lower than) the graph of $y = x - 1$ is between $x = 1$ and $x = 2$ on the coordinate plane. In other words, this inequality is true when $x 1$ and when $x 2$, or $1 x 2$. Our final answer is E, $1 x 2$. 3. We know that $s 10$ and it must be an integer, so let us make life easy and just say that $s = 11$. Now we can use this number to plug into the equation. $2r + s = 15$ $2r + 11 = 15$ $2r = 4$ $r = 2$ We know that $r$ can be equal to 2 and that it is the nearest integer to our definition. This means that our answer will either be C or E. So let us now find which direction our inequality sign must face. Let's now try one integer larger than 11 to see whether our solution set must be less or equal to 2 or greater than or equal to 2. If we say that $s = 12$, then our equation becomes: $2r + s = 15$ $2r + 12 = 15$ $2r = 3$ $r = 1.5$ We can see now that, as $s$ increases, $r$ will decrease. This means our solution set will be that $r$ is equal to or less than 2. Our final answer is E, $r≠¤ 2$ 4. Though this problem is made slightly more complex due to the fact that it is a double inequality expression, we still solve the inequality the same way we normally would. $-5 1 - 3x 10$ If we think of this expression as two different inequality equations, we would say: $-5 1 - 3x$ and $1 - 3x 10$ So let us solve each of them. $-5 1 - 3x$ $-6 -3x$ Because we now must divide by a negative, we must reverse the inequality sign. $2 x$ And now let's solve our second expression: $1 - 3x 10$ $-3x 9$ Again, we must reverse our inequality sign, since we need to divide each side by a negative. $x -3$ Now, if we put the two results together, our expression will be: $-3 x 2$ Our final answer is H, $-3 x 2$ 5. Because we have a number line with two closed circles, we know that must use less than or equal to and greater than or equal to signs. We can see that the right side of the graph gives us a set of numbers equal to or greater than 3, which means: $x ≠¥ 3$ The left side of the graph gives us a set of numbers less than or equal to -1, which means: $x ≠¤ -1$ Our final answer is, therefore, D, $-1 ≠¥ x$ and $x ≠¤ 3$. And now, your reward for solving your inequality problems is oodles of Cuteness. The Take-Aways Inequalities are so similar to single variable equations that it can be easy to treat the two as the same. The test-makers know this, so it pays to be careful when it comes to your inequality questions. Remember the key differences (multiplying or dividing by a negative reverses the sign, and you can flip your inequality signs so long as you flip both sides of the expression) and keep careful track of the details to avoid all the common pitfalls and bait answers. After you've mastered the art of answering your inequality questions, that's another 5% of the test that you've dominated. You're well on your way to that score goal of yours now! What's Next? Want to brush up on any of your other math topics? Check out our individual math guides to get the walk-through on each and every topic on the ACT math test. Been procrastinating on your ACT studying? Learn how to get over your desire to procrastinate and make a well-balanced study plan. Running out of time on the ACT math section? We'll teach you how to beat the clock and maximize your ACT math score. Looking to get a perfect score? Check out our guide to getting a perfect 36 on ACT math, written by a perfect-scorer. Want to improve your ACT score by 4 points? Check out our best-in-class online ACT prep program. We guarantee your money back if you don't improve your ACT score by 4 points or more. Our program is entirely online, and it customizes what you study to your strengths and weaknesses. If you liked this Math lesson, you'll love our program. Along with more detailed lessons, you'll get thousands of practice problems organized by individual skills so you learn most effectively. We'll also give you a step-by-step program to follow so you'll never be confused about what to study next. Check out our 5-day free trial:

21 Bucket List Items For Graduating College Students

21 Bucket List Items For Graduating College Students The idea of a bucket list - referring to things someone should do before he or she kicks the bucket - doesnt just have to apply to older folks. Students, too, can make their own bucket list to make sure they get in every last memory and bit of fun before tossing their caps at graduation. Here are some things to consider adding to yours: 1. Confess a Crush   Scary? Sure. But if you think youll regret not telling a certain someone how you feel about them before you both part ways after graduating, its time to go for it. After all, even if it doesnt go well, you wont have to really see them again, right? 2. Take Pictures of People Who Have Made a Difference in Your College Life   When do you think back on your years at school, who mattered most? A certain professor or two? Several friends in particular? Maybe a mentor or administrator? Even if youre convinced that youll stay in touch with these folks for years, take a picture anyway. You can laugh at how young everyone looked when youre old and gray and reminiscing about all the silly things you did in college. 3. Thank Your Favorite Professor Chances are one professor, in particular, stands out for the influence he or she had on you during your time in school. Tell them thanks before you leave. You can thank them in person, write an email or even leave a small thank-you note (or maybe a gift) for them on graduation day. 4. Try Food You Never Did Somewhere on Campus If youve never tried a certain kind of food on campus, gather your pride and dig in before you graduate. Youll get a good experience exposing yourself to something new and - you never know - you just might end up liking it.   5. Buy Yourself a Graduation Gift  From the Bookstore Sure, your funds are probably even tighter than normal around graduation time. But pinch your pennies and reward yourself with a gift, no matter how small, from the bookstore. A simple keychain, license plate holder, bumper sticker, business card holder  or travel bag will remind you for years to come about one of your greatest accomplishments so far. 6. Thank the People Who Helped Pay Your Way If scholarships, your parents and/or others helped pay your way through school, make sure to let them know how much you appreciate their support. One suggestion: Include a picture of you in your cap and gown on graduation day in a simple but heartfelt thank-you note. 7. Write Something for the School Paper You may be shy, you may not think of yourself as a good writer and you may have never written for the paper before. But youll be graduating soon - meaning youve succeeded at college and have important advice to share with your peers. Ask the editor if you can make a submission, and take a few hours to put something together that passes along your wisdom. 8. Take a Picture of Yourself and Your Room It may seem silly now, but how fun will it be to look back at how you looked and what your room/apartment looked like five, 10 or 20 years from now? Dont let something that you see every day now slip away with time. 9. Go to a Part of Campus Youve Never Been Before Even if youre at the smallest of schools, head to a corner of campus youve never been before. You just might get a new perspective of how things look and come to appreciate a side of your school that feels brand new just as every other part of it is feeling old. 10. Go to a Sports Event Youve Never Been To   Football and basketball games may be all the rage on your campus, but try something new. If its a gorgeous day, grab some friends and some snacks and go watch a softball or Ultimate Frisbee game. Its a great way to relax and get a new college memory. 11. Go Swimming in the Campus Pool Many students forget theres a campus pool - or are too self-conscious to use it. But these pools can be huge, gorgeous and a lot of fun. Grab your suit, leave your insecurities behind and go have a ridiculously fun game of  Marco Polo  with some friends. 12. Have Your Favorite/Most Influential Professor Sign a Book They Wrote When you think of which professor has been the most brilliant during your time in school, one or two undoubtedly stand out from the rest of the crowd. Have them sign a copy of their latest book before you graduate for a great keepsake youll cherish for years. 13. Participate in a Campus Tradition Being tossed into a fountain on your  birthday? Going on a midnight excursion with your  fellow sorority or fraternity members? Make sure to participate in at least one campus tradition before you graduate for a lasting, irreplaceable memory. 14. Attend an Event on Something You Know Nothing About You went to college to learn new things, right? So head on over to an event youd normally  never  consider attending. You dont have to do anything other than listening and learn. 15. Treat Yourself to a Nice Meal Off Campus You may be so used to bad muffins in the campus coffee shop and the same dishes in the dining hall that heading off campus for a nice meal seems completely out of the realm of possibility. Chances are, however, that you can ask around and find a super yummy, affordable place that will provide you  with a great meal  and a great memory. 16. Vote in Student Government Elections OK, sure, you may have thought they were boring or unimportant before. But now that youre graduating, you have a pretty serious responsibility to leave behind a strong legacy and support system for the classes that will follow you. Honor them by voting  for student leaders  who you think will maintain the standards other students set for you when you first arrived on campus. 17. Go to a Professional Sports Game Off Campus If you live in a big city and have never been to a professional sports game, now is the time to go! After all, how silly would you feel if you had to confess, for years and years after you graduate, that even though you lived in, say, Boston for 4 years, you never saw a  Red Sox  game? Grab some friends and head out. 18. Go to a Cultural Event in Town Even if you live in what you consider to be the smallest of small towns, theres a culture there that cant be replaced and that youll probably miss once youre gone. Go to a poetry slam, a performance, a county fair or anything else being put on in town and absorb all you can before you move somewhere new. 19. Go to a Museum in Town You never know what history your college town has to offer. Challenge yourself to learn a little more before you graduate by hitting a museum in town. It could be an art museum, a history museum, or even something that speaks to the unique identity of your city. Even better: Use your  student discount  for admission. 20.  Volunteer Off Campus Even if you dont interact with people off campus all that much, the community that surrounds your school has helped make your experience possible. Give back a little by volunteering for a one-day, one-month, one-semester, or one-year commitment to an off-campus organization that supports your own values and priorities, too. 21. Do Something That Scares You If you look back at your college years and realize you played it safe, you might not be pushing yourself  out of your comfort zone  enough. Take a deep breath and challenge yourself to try something new and scary. Even if you regret it, youll learn something about yourself.

Critical Review C Essay Example | Topics and Well Written Essays - 250 words

Critical Review C - Essay Example would have agreed that Johnson controlled the environment efficiently through his description of what makes a house a house and avoiding too much control of the outside environment, as he discussed in the article, â€Å"The Jacobs House.† Banham is right to argue that the glass house is not a controlled environment, but an un-house, but Wright would have stressed that Johnson controlled the environment to some extent when he made a house that serves as a house without rejecting the outside environment’s presence altogether. The glass house is an un-house because it has two basic elements, â€Å"a heated brick floor slab and standing unit which is a chimney/fireplace on one side and a bathroom on the other† (Banham 79). The house becomes a â€Å"service core set† (Banham 79). Banham means to say that this an un-house because it defies the traditional need for a visual enclosure and other gadgetries. The emphasis is not on control, but on living outside the European model of a monumental structure (Banham 79). Wright would note, nevertheless, that Johnson did control the house in terms of functionality and did not control it through its openness. The glass house is simple and cost-efficient in its design and remarkable for its openness. Wright would appreciate that nonexistence of windows, and that the glass walls are the windows. Wright says that: â€Å"The way windows are used is naturally the most useful resource to achieve the new characteristic sense of space† (262). Indeed, the glass house looks out to the space, which Banham calls the â€Å"Great Out There† (79). The effect is the absence of division between the inside and the outside. The un-houseness of the glass house removes many obstacles that separate it from its natural environment. The irony of the controlled environment is having less control of the visible space through the nearly seamless interaction between the outside space and the inside space. A house should serve its main purpose of sheltering

Nursing articles on HIV Annotated Bibliography Example | Topics and Well Written Essays - 2500 words

Nursing articles on HIV - Annotated Bibliography Example In this article he has discussed in detail that not human immunodeficiency virus is a virus that can be present not only in young people but is increasingly being present in older aged people. In this article a research has been shown which states that HIV positive cases in people over fifty years are dangerously raising and this particular trend have been extensively observed in UK and US. As human immunodeficiency virus is increasing in older aged people it is giving birth to a new challenge in the field of health care for nurses. It is definitely an extremely difficult task to handle aged patients. Through a research conducted in UK it has been concluded that nurses are facing an extremely difficult time handling the aged patients. The article then discusses that although it is a challenging task to handle aged patients but it is necessary that nurses must be trained such that they can handle all sorts of cases and provide every patient with high quality care, attention and devoti on. Nurses cannot neglect any patient or pay less attention towards any patient. It is her duty to pay equal and high quality care and attention towards each and every patient. In the article it has been clearly mentioned, the age of people who are referred to as aged. The article also explains that aged people are morally weak and they need more attention and care and it is the duty of nurses to provide them with such care. He has concluded by mentioning new researches that are being carried out for HIV patients and that more awareness needs to be created in nurses regarding health care roles. Walsh, E. C., Horvath, K. J., Fisher, H., & Courtenay-Quirk, C. (January 01,... This essay stresses that as human immunodeficiency virus is increasing in older aged people it is giving birth to a new challenge in the field of health care for nurses. It is definitely an extremely difficult task to handle aged patients. Through a research conducted in UK it has been concluded that nurses are facing an extremely difficult time handling the aged patients. The article then discusses that although it is a challenging task to handle aged patients but it is necessary that nurses must be trained such that they can handle all sorts of cases and provide every patient with high quality care, attention and devotion. Nurses cannot neglect any patient or pay less attention towards any patient. It is her duty to pay equal and high quality care and attention towards each and every patient. This paper declares that human immunodeficiency virus/ acquired immune deficiency syndrome are becoming an epidemic in most parts of the world. The articles discusses that through research it has been observed that in countries where the cases of human immunodeficiency virus/acquired immune deficiency syndrome were minimal in the past years, now are a place of rapidly increasing cases of HIV/ AIDS and in those countries where the cases of HIV/ AIDS were already high, human immunodeficiency virus have become an epidemic in those areas. Certain modifications were made in the policy so as to help the nurses to properly manage, interfere, and ink out the results of HIV rapid testing.