In question b,it is bill
spends $6 on x and $10 on y. I find a lot answer that is the bill
spends $10 on x. So please help to solve this one.
(a) As income increases from $500 to $600, amount spent on x
decreases from $200 to $180, so it is an inferior good. As demand
for inferior good decreases due to increase in income.
Amount spent on good y increases from $300 to $420 with increase in
income, so it is a normal good.
Now, percentage change in amount spent on y = [(New amount-old
amount)/old amount]*100 = [(420-300)/300]*100 = 40%
Percentage change in income = [(New income-old income)/old
income]*100 = [(600-500)/500]*100 = 20%
So, Percentage change in amount spent on y is greater than
percentage change in income. Thus, y is a luxury good and x is an
inferior good.
(b) As income increases from $16 to $24, amount spent on both x
and y increases. So, they are both normal goods.
Now, percentage change in amount spent on x = [(New amount-old
amount)/old amount]*100 = [(8-6)/6]*100 = 33.33%
Percentage change in income = [(New income-old income)/old
income]*100 = [(24-16)/16]*100 = 50%
So, Percentage change in amount spent on x is lesser than
percentage change in income. Thus, x is a necessity.
Now, percentage change in amount spent on y = [(New amount-old
amount)/old amount]*100 = [(16-10)/10]*100 = 60%
So, Percentage change in amount spent on y is greater than
percentage change in income. Thus, y is a luxury good.
(c) As income increases from $3400 to $4000, amount spent on
both x and y increases. So, they are both normal goods.
Now, percentage change in amount spent on x = [(New amount-old
amount)/old amount]*100 = [(3200-2800)/2800]*100 = 14.29%
Percentage change in income = [(New income-old income)/old
income]*100 = [(4000-3400)/3400]*100 = 16.65%
So, Percentage change in amount spent on x is lesser than
percentage change in income. Thus, x is a necessity.
Now, percentage change in amount spent on y = [(New amount-old
amount)/old amount]*100 = [(800-600)/600]*100 = 33.33%
So, Percentage change in amount spent on y is greater than
percentage change in income. Thus, y is a luxury good.
Assume that there are only 2 goods, z and y (a) Amanda spends $200 on r and $300 on y when her income is $500. She spends $180 on r and $420 on y when her income is $600. For this income change, characterize the type of each good (necessity, luxury, or inferior). (2) (b) Bill spends $6 on x and $10 on y when his income is $16. He spends $8 on x and $16 on y when his...
06 Question (3 points) e See page 149 Douglas consumes two goods, x and y. His utility function is u(x, y) = (x + y. In the questions below, give your answers to two decimal places. 1st attempt Part 1 (1 point) See Hint Let the price of good x be $2 and the price of good y be $10. Furthermore, assume that Douglas has $360.00 to spend on these two goods. How much of good x does Douglas demand?...
Question 2 (20 points) A consumer purchases two goods x ano y. The consumer's income is 1. Hi S income is 1. His utility is given by is * and y. Px is the price of x. Py is the price of a) Calculate consumer's optim U(x,y) = xy s optimal choice of x and y under his budget.hu uncompensated demand) b) Derive the indirect utility function. c) Are these two goods normal goods? Why d) Derive the expenditure function....
Assume that Sam has following utility function: U(x,y) = 2√x+y. Assume px = 1/5, py = 1 and her income I = 10. (e) Draw an optimal bundle which is the result of utility maximization under given budget set. (Hint: Assume interior solution). Define corresponding expenditure minimization problem (note the elements for expenditure minimization problem are (i) objective function, (ii) constraint, (iii) what to choose). (f)Describeaboutwhatthedualityproblemis. Definemarshalliandemandfuction andhicksiandemandfunction. (Hint: identifytheinputfactorsofthesefunctions.) (g) Consider a price increase for the good x from...
1. Consumer’s utility function is: U (X,Y) = 10X + Y. Consumer’s income M is 40 euros, the price per unit of good X (i.e. Px ) is 5 euros and the price per unit of good Y (i.e. Py) is 1 euro. a) What is the marginal utility of good X (MUx) for the consumer? ( Answer: MUx = 10) b) What is the marginal utility of good Y (MUy) for the consumer? ( Answer: MUy = 1) c)...
question #3 a,b,c,d,e
I am confused thankyou
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