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- Take Jeremys total utility information in Exercise 6.1, and use the marginal utility approach to confirm the choice of phone minutes and round trips that maximize Jeremys utility.The rules of politics are not always the same as the rules of economics. In discussions of setting budgets for government agencies, there is a strategy called closing the Washington Monument. When an agency faces the unwelcome prospect of a budget cut, it may decide to close a high-visibility attraction enjoyed by many people (like the Washington Monument). Explain in terms of diminishing marginal utility why the Washington Monument strategy is So misleading. Hint: If you are really trying to make the best of a budget cut, should you cut the items in your budget with tile highest marginal utility or line lowest marginal utility? Does the Washington Monument strategy cut the items with the highest marginal utility or line lowest marginal utility?Economists define normal goods as having a positive income elasticity. We can divide normal goods into two types: Those whose income elasticity is less than one and those whose income elasticity is greater than one. Think about products that would fall into each category. Can you come up with a name for each category?
- 7. Consumer spends $450 per week on two goods, X and Y. PX= $5 and PY=$3. His utility function is U= 0.5Xy2. What quantities of X and Y does he buy each week in equilibrium. It is a hot day, and Bert is thirsty. Here is the value heplaces on each bottle of water:Value of first bottle $7Value of second bottle $5Value of third bottle $3Value of fourth bottle $1a. From this information, derive Bert’s demandschedule. Graph his demand curve for bottledwater.b. If the price of a bottle of water is $4, how manybottles does Bert buy? How much consumersurplus does Bert get from his purchases? ShowBert’s consumer surplus in your graph.c. If the price falls to $2, how does quantitydemanded change? How does Bert’s consumersurplus change? Show these changes in yourgraph.If the price of petrol increases from 70 cents to 77 cents per litre, and as a resultthe quantity demanded decreases from 1000 to 995 litres, calculate the priceelasticity of demand. 2. If the original price and quantity demand are $0.50 and 50 respectively, andthere is an increase in price to $0.55, and quantity demanded falls to 10,calculate the price elasticity of demand. 3. An individual has allocated income so as to maximise total utility and hasmarginal utility of coffee (per cup per week) that is four times that of tea (percup per week) but only a quarter of that of pepperoni pizza. If a pepperonipizza is $16, You are required to calculatea) Price of coffee per cup. b) Price of tea per cup.
- Assume a piece of jewelry and 2 consecutive drops in its price. Also consider Alia’s demand to be relative elastic in the price range from ?1 to ?2, and that she perceives jewelry as a Giffen good in the price range from ?2 to ?3. Draw her price-consumption curve with well-behaved preferences. Clearly label your graph.A consumer has income of 15000. Masks costs $35 per mask, and sanitizers cost $70 per bottle. Suppose his income increases from 15000 to 20000 . Illustrate what happens if both masks and sanitizers are normal goods. Illustrate if a mask is an inferior goodV6 1)U=2x+2y where px/py=1/4 use indirect utility to express the expenditure funtion 2)C=Q^2+4Q where Q=14-P find optimal quantity sold and find price
- Jamini has $800 of income to spend on goods X and Y. The prices of goods X and Y are $200 and $10, respectively. Her utility function is U(X,Y) = X0.5Y0.5. How many units of good X does she purchase? How many units of good Y does she purchase? ( typed answer please!! No handwritten)abby is a single mom with a weekly budget of $100. She can spend her weeklyincome on food and diapers for her son. Price of food is $1 and price of a diaperis 50 cents. Her son needs at least 5 diapers a day, therefore she must purchaseat least 35 diapers weekly. Jennifer’s utility function is U (f, d) = f 0.9d0.1,where f and d represent quantity of food and diapers, respectively.Question 1 Part aFind abbys optimal consumption bundle. Make sure to draw her budgetconstraint and indifference curves and clearly demonstrate your solution.Question In the utility function above, x and y are substitutes.The Consumer Maximization Problem is as follows:Max(x;y)=5x + 6y subject to x + 2y = 10, We know MRSxy=5/6, find it by setting U(x, y) = U¯ and solving the utility function for y and what is the price ratio? Full explain this question and text typing work only thanks