Character Differences and Morality

In Albert Camus’ The Guest, there are three main characters: Daru the schoolteacher, Balducci the policeman, and the Arab. These three characters all reveal differences that relate to one of the overall themes of the story: morality. In the story, Daru is the main character who has a hard time dealing with the concept of morality. Although there are many other themes that are prevalent to the story, morality is the major theme that each character can relate to because of their differences. Daru is a schoolteacher who feels like he is in a state of isolation from the beginning of the story to the end. He is assigned to do a task by Balducci but once he hears what he has to do he is appalled and refuses to do it. Instead of doing what he has been assigned, Daru does the complete opposite. The actions that Daru presents throughout the story show that he isn’t sure of himself and that he is very insecure. Daru has trouble dealing with the concept of morality, and his actions send him into a state of moral anguish at the end of the story. Although at times it looks like Daru wants to do well, he ends up saying or doing the wrong thing. For example, as Balducci is leaving the schoolhouse, he orders Daru to watch the prisoner before they hand him over. Daru tells Balducci that he will not hand him over. â€Å"Listen, Balducci†¦every bit of this disgusts me and most of all your fellow here. But I won’t hand him over. Fight, yes, if I have to. But not that.† (p.5); this shows how Daru is given the opportunity to do what is right but ends up doing what is wrong. While the prisoner stays with Daru, he feels very uncomfortable. Daru feels like the Arab wants to be friends with him, and Daru doesn’t want to be. This reveals that Daru is also self centered and that he doesn’t feel comfortable around strangers. Daru also starts to feel vulnerable because of what he said to Balducci before he left. Although Daru becomes upset with the Arab and doesn’t approve of the crime he has committed, he still believes that turning him in is a shameful thing to do. This shows that Daru may have a good side to him; one that cares about others and not just himself. Also shows how Daru has trouble dealing with morality. In the end, Daru cannot decide between what is right and what is wrong, which allows the Arab to choose his own fate and leaving Daru in a bind. Balducci is the policeman. The readers of the story see Balducci as a leader. Balducci has known Daru for a long time, and considers Daru like a son to him. Balducci cares about Daru and is upset when he won’t do what he has been told to do. Unlike Daru, who has trouble grasping the concept of morality, Balducci does everything right and therefore has nothing to really worry about. The only thing that Balducci has to worry about is what will happen to the Arab, once he leaves him with Daru. Balducci follows everything that he is supposed to do, like bringing the prisoner to Daru and caring for him. Once Balducci hands the prisoner over to Daru, he leaves and heads back to El Almeur. â€Å"He looked at the Arab, motionless in the same spot, sniffed peevishly, and turned away toward the door. Good-by, son, he said†¦The door shut behind him.† (p.6) Balducci, leaving the prisoner in Daru’s hands, makes the reader wonder whether or not Balducci had an ulterior m otive. And also why he left the Arab alone with just Daru? These actions of Balducci’s show that he may have wanted to give responsibility to Daru and have him see what it’s like caring for others and not just care for himself. The Arab, who is the prisoner, is very shy and apprehensive throughout the story. Although he is given many opportunities to escape throughout the story, he doesn’t. This shows that he is loyal and wants to do the right thing. Daru asks the Arab many questions, but he is very vague in answering. The Arab wants to know what is going to happen to him, but doesn’t understand anything that Daru is asking him. He also wants to know if the gendarme, Balducci, will return. His actions throughout the story tell us that he is also concerned about his safety and what will happen to him. In the end, Daru lets the Arab go and sends him away with money and food. The Arab doesn’t know what to think about what Daru is telling him to do. This shows that the Arab is confused and that he may not be able to think for himself while he is on his own. At first he is hesitant but decides to go on ahead, with the things Daru gives him. The Arab walks on ahead and disappears. Now the Ar ab doesn’t know what to expect and doesn’t know what his future holds for him. This will certify that the above work is completely original

Argument essay with research Example | Topics and Well Written Essays - 750 words

Argument with research - Essay Example According to Katz and Green, for decades business owners had always thought that the greatest challenge that was facing their business was the insufficiency of financing to start their businesses when in fact it is not (2009). it is this product or service that would satisfy a certain demand or a product or service that can create demand. I can cite several example of entrepreneurs who started with almost no capital and are now successful and very rich. Foremost, is the example of Steve Jobs and Steve Wozniak who started the now very famous Apple in a garage. Both of them had no money then that they have to create their first computer in the garage of Steve Jobs’ parents . The computer was great and from then on capital just followed enabling the company to create revolutionary products such as iPhone, iPad, iTouch and iPad. This only shows that a very good business idea can create capital by itself. Another example is the famous search engine Google. Google just started in a dorm room way back in college. Back then, it was still called as â€Å"BackRub† in 1996 and its founder was just a college student just like me, without capital to start a business. But a great idea is not enough to start a business. Equally important is that one must act on his or her business idea. There are a lot of people with great business ideas that did not materialize because they did not acted it. Perhaps that are anxious about the risk involved in business or just plainly lazy to act on their ideas. Starting a business requires the ability to take risk and extra ordinary determination to succeed coupled with unparralled hard work. This was elaborated by Zimmerer and Scarborough who explained that â€Å"an entrepreneur is one who creates a new business in the face of risk and uncertainty for the purpose of achieving profit and growth by

Week one CYB 634 Assignment Example | Topics and Well Written Essays - 250 words

Week one CYB 634 - Assignment Example This causes unfairness to participants. This can be, however, managed through proper competition rules and ethics so as to make it of value to participate. Valuable competition should include the following: fairness in that everyone is treated the same and those who win should win fairly. Any educational competition should add knowledge to learners and also test the right question of a particular level of education. Transparency is key to any competition where grading and procedure for marking are known and used in the marking process. Transparency calls for check and balance where the result should be reviewed and independent external examiner to ascertain their correctness. There should also be a way to detect cheating and a punishment proposed to it. So as to deter those who are conspiring to cheat on the tests. Cyber competition should include the following event, post analysis tests this where those who have undergone a particular test can be evaluated after some time, e.g. two years to determine if their skills are up to date with current market demand so as to give them a chance of

Essay --

Kate Chopin portrayed in her novels and short stories female emancipation in the 19th century, which was far from being considered acceptable. She also illustrated picturesque descriptions of the South of the United States. Her stories reflect a socio-historical situation between conservatism and modernity, but also depicted female characters aspiring to break free of their subordinate status. In the narrative literature of the 19th century, women, even placed at the center of the story are mostly 'off topic': rarely considered as an autonomous subject. They appear most often as an instrument subjected to social conventions. Chopin was particularly interested in the problems faced by women in marriage. She wanted to show that every vocation requires commitments and it is necessary to give up some of our aspiration to achieve our goal. Her literary style is simple, colorful, and picturesque. Chopin’s art of description is Important; she observed and rendered what is essential. Kate Chopin was concise and knew particularly how to select adjectives; she used punctuation as a rhythmic tool. She meticulously depicted images, used metaphor and particularly irony to reflect, as briefly and precisely as possible, the feeling experienced by the protagonists of her stories. The Story of an Hour written on April 19, 1894, and first published in Vogue on December 6, 1894, doesn’t escape Chopin’s footprint. She used irony as a rhetorical device to express her message indirectly. The story becomes suddenly more interesting, because the reader has to think about the literal significance of the message. There are different types of irony: situational, verbal, and dramatic. This offers a variety of choices for writers to make their works surely i... ...itive. Chopin writes only about an hour of Louise’s life, because she does not want to give the audience details that would make them focus on things that are not a key to the story. She does not want the story to be about their relationship. She writes the short story strictly about freedom and independence; it emphases on liberty and women’s capabilities. Mrs. Mallard did love her husband dearly, but her individuality was more imperative. She had dreamed of it for so long, that when she found out she could finally get it, she would not go back to her old life; her body would not let her. The Story of an Hour by Kate Chopin inspired many women to pursue their goals in life, because she reminded them that there was more to life than just being a good wife. She reminded them that women are incredibly powerful, and that they are as capable as men to succeed in life.

Econ 100a Midterm

Econ 100A–Midterm 2 solutions. Thursday, March 22, 2012. True/False (2 questions, 10 points total) Answer true or false and explain your answer. Your answer must ? t in the space provided. T/F 1. (5 points) Suppose the government wants to place a tax on one of two goods, and suppose that supply is perfectly elastic for both goods. If the government wants to minimize the deadweight loss from a tax of a given size, it should put the tax on whichever good has worse substitutes. False: If the supply curves are identical, the only factor that determines the amount of deadweight loss is the elasticity of demand.Placing the tax on the good that has the lower elasticity of demand will minimize the deadweight loss of the tax. It is true that, holding all else equal, a good without good substitutes will have more inelastic demand than a good with good substitutes. However, this is not the only factor that determines the elasticity of demand. The goods could also di? er in terms of the i ncome e? ect. If the good with worse substitutes happened to be strongly normal while the good with better substitutes was strongly inferior, then the income e? ects might overwhelm the substitution e? cts, causing the good with better substitutes to be more inelastic. T/F 2. (5 points) In a perfectly competitive market with no taxes, if the price consumers are willing to pay for the marginal unit is the same as the price at which producers are willing to produce the marginal unit, then there will be no way to make anyone in the market better o? without making someone else worse o?. True. The price consumers are willing to pay for the marginal unit is the height of the inverse demand curve, and the price at which producers are willing to produce the marginal unit is the height of the inverse supply curve.Thus, when these prices are equal, it must be the case that supply is equal to demand, which is to say, the market is in equilibrium. If the quantity ? rms produce, and consumers co nsume, is more than the equilibrium quantity, then the ? rms’ cost of production will be greater than the consumers’ willingness to pay, and either consumers will have to pay more than the units are worth to them, making them worse o? , or ? rms will have to receive less than the units cost them, making them worse o? , or both.If the quantity is less than equilibrium, then there will be units not produced or consumed for which the cost of production would have been less than consumers’ willingness to pay, meaning that either ? rms have given up pro? table units, or consumers have given up units that generated consumer surplus, or both. In any case, at least one side of the market will have been made worse o?. Thus, from equilibrium there is no way that either ? rms or consumers can be made better o? without someone being made worse o?. 1 Short Answer (2 questions, 20 points total) Your answer must ? t in the space provided. SA 2. 10 points) Explain what we mean when we say that ? rms in long-run equilibrium are earning zero pro? t even though their owners and investors are making an adequate return on their labor and investments. The statement refers to â€Å"economic pro? t†, which is the di? erence between revenue and opportunity cost. The opportunity cost of the labor of the owner of a ? rm is the wage the owner could have earned if he or she chose not to run the ? rm, but to get a job instead. The opportunity cost of the capital investors invest in a ? rm is the rate of return they could have earned by investing their capital in some other ? m in some other industry. Thus, if the owner of the ? rm receives an amount just equal to the opportunity cost of their labor, and the investors receive an amount just equal to the opportunity cost of their capital, we do not include those amounts in economic pro? t, and the ? rm will be said to be earning zero economic pro? t, even though an accountant would say that both the owner and the investors are making an â€Å"accounting pro? t†. The accounting pro? t earned by the owner and the investors is the amount of money that is just adequate to make them choose to put their labor and capital into the ? m. 2 Problem Solving (2 problems, 50 points total) Problem 1. (26 points total) Consider a perfectly competitive ? rm with a production technology 1 1 represented by the production function, y = 10 K 2 + L 2 . Let p, r, and w be the price of the ? rm’s output, the rental rate of capital, and the wage, respectively. (a) (8 points) First let’s consider long-run pro? t maximization. (i) Set up the ? rm’s long-run pro? t maximization problem and compute the ? rm’s pro? tmaximizing demand for labor and capital, and pro? t-maximizing output, as functions of p, r, and w. ii) Is labor a gross complement or a gross substitute for capital, or neither. Prove your answer mathematically and explain what it means. The long-run pro? t maximization pr oblem is, max p  · 10 K,L v K+ v L The ? rst-order conditions are, 5p 5p for L: vL ? w = 0 for K: vK ? r = 0 Solving these for L and K respectively we get L? (p, r, w) = (f rac5pw)2 and K ? (p, r, w) = (f rac5pr)2 . Plugging these pro? t-maximizing levels of capital and labor into the production function we get the pro? t-maximizing output of the ? rm, y ? (p, w, r) = y(K ? , L? ) = 10 5p r 2 , 5p w 2 = 50p r+w rw .To determine whether labor is a gross complement or gross substitute for capital we take the partial derivative of the labor demand function with respect to the rental ? rate of capital, ? L = 0. Since this is zero, labor is neither a gross complement ? r nor a gross substitute for capital. What this means is that when the price of capital changes, the amount of labor the ? rm uses will not change. (b) (8 points) Set up the ? rm’s cost-minimization problem and compute the ? rm’s conditional demand for labor and capital, as functions of y, r, and w. The ? r m’s cost minimization problem is, v min rK + wL K,L K+ L =y ? s. t. 10 Setting up the LaGrangian function, this minimization problem becomes, min rK + wL ? ? 10 v K+ v L ? y ? v K,L,? The ? rst-order conditions are, 5 for L: w ? ? vL = 0 for K: r ? ? v5 = 0 for ? : 10 K the production constraint. v K+ L = y , which is just ? w 2 L. r Taking the ratio of the ? rst two conditions we get this into the production constraint we get, 10 3 v vK = w ? r L v v w r L+ L K= Plugging = y ? L? (y; r, w) = ? y2 r 10(r+w) 2 . Plugging this back into the expression for K that we derived earlier 2 w we get, K ? (y; r, w) = y 2 10(r+w) labor and capital respectively. These are the ? rm’s conditional demand for (c) (10 points) Now let’s consider scale and substitution e? ects. Assume that initially the price of the ? rm’s output, p, the rental rate of capital, r, and the wage, w, are all equal to 10. (i) How much labor will the ? rm use at these prices, and how much output will it produce? (ii) Using only the mathematical results you got in parts (a) and (b), compute e? ect of an increase in the rental rate to r = 20. Plugging the given prices into the pro? t-maximizing labor demand and output supply 2 functions from part (a) we get, L? (p, w, r) = 5 ·10 = 25, and y ? p, w, r) = 50  · 10 10 (f rac10 + 1010  · 10) = 100. ? ? you might have plugged the new prices into the ? rm’s supply function to get y ? (10, 10, 20) = 50 ·10 10+20 = 75. If you then plugged this into the 10 ·20 ? rm’s conditional factor demand at the new prices you would get L? (75; 10, 20) = 75 20 10 10+20 2 = 25. 4 Problem 2. (24 points total) Consider a perfectly competitive industry with 10 identical ? rms, each of which has variable costs of 10y 2 and ? xed costs of 1000. We will de? ne the short run as the time scale in which ? rms cannot enter or exit the industry, and cannot avoid their ? xed costs. In other words, in the short run ? rms must continue to pay their ? xed costs even if they produce zero output. ) In the long run, ? rms can enter or exit the industry, and can avoid their ? xed costs by shutting down. (a) (8 points) Compute the short-run inverse supply curve of the ? rm, and the short-run inverse supply curve of the industry, and graph them on the same graph. [Hint: it matters a lot that ? rms can’t avoid their ? xed costs in the short run. ] Each ? rm’s cost function is C(y) = 10y 2 + 1000, and the marginal cost curve is M C = 20y. Normally we say that the inverse supply curve of the ? m is the upward sloping part of the marginal cost curve, above the minimum of the average cost curve, because if the price is below the minimum of the average cost curve, the ? rm will make negative pro? t and will shut down. However, in this case, in the short run, if a ? rm shuts down it will still have to pay its ? xed cost of $1000. As a result, it will continue to produce output even if it is losing money, as long as it does not lose more than $1000. So we need to ? nd the price below which the ? rm will have lose more than $1000. Pro? t is py ? 10y 2 ? 1000 and we want the price below which this is less than ? 1000.To do this we have to plug in the ? rm’s pro? t-maximizing quantity as a function of price, which we get by solving the ? rm’s marginal cost curve p p p 2 to get y ? = 20 , which gives us p 20 ? 10 20 ? 1000 = ? 1000 ? p2 19 = 0 ? p = 0. 40 The ? rm will continue to produce at any positive price rather than shut down and 5 pay its ? xed cost without any revenue. Thus, the ? rm’s inverse supply curve is simply the entire marginal cost curve, p(y) = 20y. To compute the short-run inverse supply curve of the industry we ? rst have to aggregate ? rm supply to industry supply, and to do that we have to have the direct supply curve of the ? m, which we get by solving the inverse supply curve for y to p p get y(p) = 20 . Short-run industry supply is Y (p) = N yj (p) = 10 20 = f racp2. j=1 Solving for p we get the short-run inverse supply curve of the industry, p(Y ) = 2Y . Your graph should look like this: (b) (6 points) Suppose the demand for the industry’s product is de? ned by pd (Y ) = 700 ? 5Y . (i) What will be the short-run equilibrium price and quantity for the industry? Illustrate this equilibrium on a graph. (ii) Explain why this market outcome is an equilibrium in the short run. [Be sure to make reference to the general de? ition of equilibrium in your answer. ] (iii) Is this industry in long-run equilibrium? Explain why or why not. [Again, be sure to make reference to the general de? nition of equilibrium in your answer. ] The short-run market equilibrium is where the quantity demanded at the price paid by consumers is equal to the quantity supplied at the price received by producers, and since, in the absence of a tax, the price paid by consumers is the same as the price paid by producers, we just solve for the intersection of t he supply curve and the demand curve: 700 ? 5Y = 2Y ? Y ? = 100.Plugging that into either the demand or the supply curve we get p(Y ) = 200. Your graph should look like this: In general, equilibrium means that no individual agent has an incentive to do anything other than what they are currently doing, which means that the system will 6 not move from the point it is at. In the case of short-run market equilibrium this means that at the market price consumers cannot be made better o? by increasing or decreasing consumption, and ? rms cannot be made better o? by increasing or decreasing production. This is clearly the case at the market equilibrium we have solved for.If consumers increase consumption they will have to pay more for the additional units of the good than the value of those units, and if they consume less they will be giving up units that are worth more to them than they are required to pay for them. In either case, they are made worse o? , and thus have no incentive to c hange. For ? rms, roughly the same argument applies. If they produce more, the maximum they will be able to charge will be less than the cost of production, and if they produce less they will be giving up units that they were able to sell at a pro? t. In either case, ? ms are worse o? , so they have no incentive to change what they were doing. The industry is in long-run equilibrium. To see this we need to know whether ? rms are earning zero pro? t, and to determine that we need to know something about the ? rm’s average cost curve, which is AC = 10y + 1000 . If we minimize this we ? nd y that the ? rms’ minimum average cost is minAC = 200. And since this is equal to the price in the current equilibrium, ? rms’ pro? t is (p ? AC)y = 0y = 0. Long-run equilibrium is de? ned as the point at which ? rms will have no incentive to enter or exit the industry. The reason ? ms enter or exit is in response to pro? ts being either positive or negative, so if pro? ts are ze ro in the industry there will be no incentive to enter or exit, which is to say, no ? rm will have any incentive to do anything di? erent from what they are currently doing. (c) (10 points) Suppose the government imposes a tax of $50 per unit on the ? rms in the industry. (i) Compute the short-run after-tax equlibrium quantity, price paid by consumers, and price received by ? rms, and graph them. (ii) Calculate the change in producer surplus caused by the tax in the short-run. Add it to your graph. iii) Compute the long-run after-tax equilibrium quanitity, price paid by consumers, and price received by ? rms. Add this equilibrium to your graph. How many ? rms will exit the industry? (iv) Calculate the change in producer surplus caused by the tax in the long-run. Why is this the same or di? erent from your answer to ii above? To compute the short-run after tax equilibrium we need to ? nd the point at which the quantity demanded by consumers, at the price they pay, is equal to the qua ntity supplied by ? rms at the price they receive. This is the quantity that solves the equation, pd = ps + t, which is to say, 700 ? Y = 2Y + 50 ? YtSR = 92. 9. Plugging this quantity back into the inverse supply curve we get ps = 2  · YtSR = 185. 8, which means the price paid by consumers is pd = ps + t = 185. 8 + 50 = 135. 8. The change in producer surplus is the area to the left of the supply curve between the pre-tax price and the after-tax price received by ? rms. It includes the ? rms’ share of the tax revenue as well as the part of deadweight loss that comes from ? rms. In the case of linear supply it is the area of a parallelagram with height equal to the di? erence between the pre-tax price and the after-tax price received by ? rms, and bases of Y ? nd YtSR , which is ? P SS R = (200 ? 185. 7) 100? 92. 9 = 1379. 2. 2 7 By now your graph should look like this: In an industry with identical ? rms the long-run supply curve is horizontal, which is to say, in long-run equilibrium ? rms will be earning zero pro? t because entry and exit will always drive the price down (or in this case up) to the point where the price is equal to the minimum average cost. Thus, the after-tax price received by ? rms will be ps = 200. Otherwise ? rms would be losing money and would have an incentive to leave the industry, and the industry would not be in long-run equilibrium.Thus, we know that the tax will be passed on entirely to consumers, which means that the price paid by consumers will be pd = ps + t = 200 + 50 = 250. Setting the inverse demand curve equal to that price, we can compute the long-run after-tax equilibrium quantity, 250 = 700 ? 5Y ? YtLR = 90. To determine the number of ? rms in the industry we have to know how much output each ? rm will produce when they are operating at their minimum average cost. We computed the direct supply curve of p the ? rm in part (a), y(p) = 20 , which means that at the minimum of their average cost, minAC = 200, each ? rm will produce 200 = 10 units of output.Since the 20 industry as a whole is producing 90 units, there must be 9 ? rms in the industry. One has exited the industry. Your graph should look like this: In an industry with identical ? rms, by de? nition, the long-run producer surplus is zero. There are two ways to see this. The ? rst is that the long-run supply curve is horizontal, which means that in long-run equilibrium the price is the same as the height of the supply curve, and since producer surplus is the area between the price line and the supply curve, there clearly can be no producer surplus. The other way to see it is to refer to the de? ition of long-run equilibrium in an industry with identical ? rms, which is that all ? rms are earning zero pro? t. The reason this is di? erent from the answer to ii, above, is that in the long-run ? rms can escape the burden of the tax by leaving the industry and going into some other industry that is not taxed. We know that the burden of a tax always falls most heavily on the side of the market that is less able to change it’s behavior to escape the tax, which is to say, the side of the market that is most inelastic. In the long-run, the supply side of the industry is perfectly elastic, and thus bears none of the burden of the tax. 8

Teaching Strategies to Promote Student Equity

Designing a classroom learning environment where all students are being attended to (even the ones who may not seem to be engaged) may seem like an impossible task when you are in a classroom of twenty elementary students. Luckily, there are a host of teaching strategies that foster this type of learning environment. Sometimes these strategies are referred to as equitable teaching strategies or teaching so that all students are given an equal opportunity to learn and thrive. This is where teachers teach to all students, not just the ones that seem to be engaged in the lesson.​ Often times, teachers think they have designed this wonderful lesson where all students will be willfully engaged and motivated to participate, however, in actuality, there may only be a few students who are engaged in the lesson. When this happens, teachers must strive to structure their students learning environment by providing a place that maximizes fairness and allows all students to equally participate and feel welcomed in their classroom community. Here are a few specific teaching strategies that elementary teachers can use to promote student engagement and foster classroom equity. The Whip Around Strategy The Whip Around strategy is simple, the teacher poses a question to his/her students and gives every student the opportunity to have a voice and answer the question. The whip technique serves as an important part of the learning process because it shows all students that their opinion is valued and should be heard. The mechanics of the whip are simple, each student gets about 30 seconds to respond to the question and there is no right or wrong answer. The teacher whips around the classroom and gives each student the chance to voice their thoughts on the given topic. During the whip, students are encouraged to use their own words to describe their opinion on the set topic. Often times students may share the same opinion as their classmates but when put into their own words, may find out their ideas are actually a little different than they first thought.   Whips are a useful classroom tool because all students have an equal opportunity to share their thoughts while actively being engaged in the lesson. Small Group Work Many teachers have found integrating small group work to be an effective way for students to equally share their thoughts while staying engaged in the lesson. When educators structure opportunities that require students to work together with their peers, they are giving their students the best possible chance for an equal learning environment. When students are placed in a small group of 5 or fewer individuals, they have the potential to bring their expertise and thoughts to the table in a low-key atmosphere. Many educators have found the Jigsaw technique to be an effective teaching strategy when working in small groups. This strategy allows students to support one another in order to complete their task. This small group interaction allows all students to collaborate and feel included. Varied Approaches As we all know now after must research, all children do not learn the same or in the same way. This means that in order to reach all children, teachers must use a variety of approaches and techniques. The best way to teach equitably to a large number of students is to use multiple strategies. This means that the old singular teaching approach is out the door and you must use a variety of materials and strategies if you want to meet all learners needs. The easiest way to do this is to differentiate learning. This means taking the information that you know about the way each individual student learns and using that information to provide students with the best possible lesson. Studies have shown that using different strategies and techniques to reach different learners is the best possible way that teachers can cultivate a classroom of equity and engagement. Effective Questioning Questioning has been found to be an effective strategy to promote equity and make sure all students are actively being engaged. Using open-ended questions is an inviting way to reach all learners. While open-ended questions require some time to develop on the teachers part, it is well worth it in the long run when teachers see all students actively and equally being able to participate in classroom discussions. An effective approach when using this strategy is to give students time to think about their answer as well as to sit and listen to them without any interruptions. If you find that students have a weak answer, then pose a follow-up question and continue to question students until you are sure they have understood the concept. Random Calling When a teacher poses a question for his/her students to answer, and the same children constantly raise their hands, how are all students supposed to have an equal chance at learning? If the teacher establishes a classroom environment in a non-threatening way where students can be chosen to answer a question at any time, then the teacher has created a classroom of equality. The key to the success of this strategy is to make sure that students do not feel pressure or threatened to answer in any way, shape or form. One way that effective teachers use this strategy is to use craft sticks to call upon random students. The best way to do this is to write down each students name on a stick and place them all into a clear cup. When you want to ask a question you simply pick out 2-3 names and ask those students to share. The reason you choose more than one student is to minimize the suspicion that the only reason the student is being called upon is that they were misbehaving or not paying attention in class. When you have to call upon more than one student it will ease all students anxiety level. Cooperative Learning Cooperative learning strategies are perhaps one of the simplest ways teachers can effectively keep their students engaged while promoting equity in the classroom. The reason being is it gives students the opportunity to share their thoughts in a small group format in a non-threatening, non-biased way. Strategies like think-pair-share where students each take a specific role in order to complete a task for their group and round robin where students can equally share their opinion and listen to the opinion of others gives students the perfect opportunity to share their thoughts and listen to the opinions of others. By integrating these types of cooperative and collaborative group activities into your daily lessons, you are promoting participation in a collaborative versus a competitive way. Students will take notice which will help turn your classroom into one that cultivates equality. Enforce a Supportive Classroom One way teachers can cultivate a classroom of equality is to establish a few norms. A simple way to do this is to verbally address the students at the beginning of the school year and let them know what you believe in. For example, you can say All students are treated with respect and When sharing ideas in class you will be treated with respect and will not be judged. When you establish these acceptable behaviors students will understand what is acceptable in your classroom and what is not. By enforcing a supportive classroom where all students feel free to speak their mind without feeling or being judged you will create a classroom where students feel welcomed and respected.

The Laws Regarding Corporal Punishment - 1704 Words

Straus (2001) defined corporal punishment as an act carried out with the intention of causing a child to experience physical pain, but not injury, for purposes of correction or control (as cited in Straus Paschall, 2009, p.459). Two of the most prominent and widespread kinds of corporal punishment include slapping and spanking (Straus Paschall, 2009, p. 459-460). This paper will analyze the laws regarding corporal punishment in many countries, the developmental theories such as the behavioral cognitive, and sociocultural in the context of corporal punishment as well as the harmful effects of corporal punishment on the physical, cognitive, and psychosocial development of children in early childhood which ranges from two to six years of age. In many countries such as China, corporal punishment represents an acceptable and necessary action to discipline children. However, in other nations such as Austria, Croatia, Cyprus, Denmark, Germany, Finland, Israel, Italy, New Zeal and, Norway, and Sweden, corporal punishment is against the law (Berger, 2012, p. 310). Currently, corporal punishment against children are legal in many U.S. states. Corporal punishment on children is more common in southern states and families of lower socioeconomic status compared to states in the New England region and families of higher socioeconomic status (Berger, 2012, p. 310). Corporal punishment has destructive effects on the physical aspects of early childhood development. AsShow MoreRelatedCorporal Punishment with Respect to the Private and Public Sphere1187 Words   |  5 Pages1 Introduction Corporal punishment is the unlawful intentional act of causing harm by physically inflicting punishment on the body of an offender or severely criticising the offender. 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The Tinker vs. Des Moines case helped determined and interpret legal rights of young citizens for the firstRead MoreClassroom Discipline And Management Literature Review1363 Words   |  6 Pagesstrategies that are incorrect or rather unacceptable; whether this is done intentionally or under certain desperation to gain control and respect of the learners. It is prevalent across the globe. Although the South African system has used corporal punishment for many years to maintain discipline and management in the classroom; there have always been other alternative ways which are effective and better as opposed to the harsh way of discipline. The Constitution of South Africa specifically bannedRead MoreSchool Law Module Three Reading Reflection Essay1640 Words   |  7 PagesSchool Law Module Three Reading Reflection American Public School Law, Chapter 8 – Student Speech and Expression Chapter Eight overviews the freedom of student speech and expression on public school property. 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