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victus00 [196]
3 years ago
11

​Vasco's utility function​ is: Upper U equals 10 Upper X squared Upper ZU = 10X2Z The price of X is px​ = ​$55​, the price of Z

is pz​ = ​$2020​, and his income is ​$150150. What is his optimal​ bundle? ​(round your answer to two decimal​ places)
Business
1 answer:
disa [49]3 years ago
6 0

Answer:

Explanation:

U = 10 X²Z

Given

150 = 5X + 20Z

30 = X + 4Z

To maximise utility

differentiating partially wrt X

MU_x = dU/ dX = 20XZ

differentiating partially wrt Y

MU_y = dU/dY = 10X²

For optimal bundle

MU_x / MU_y = P_x / P_y

20XZ /  10X² = 5 / 20

2Z / X = 1/4

X = 8Z

30 = X + 4Z

30 = 8Z + 4Z

12Z = 30

Z = 2.5

X =  8 X 2.5

= 20

X = 20

Z = 2.5

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The entry would be:

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4 0
2 years ago
What is a credit union?
KIM [24]
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4 0
3 years ago
Read 2 more answers
A privately owned summer camp for youngsters has the following data for a 12-week session: Charge per camper $480 per week Fixed
riadik2000 [5.3K]

Answer:

a) (480-320)X - 192,000

where:

X is the camper amount which is an integer between;

0 < X <200

b) it will require 1,200 over the course of 12 weeks

c) operating gain of 115,200

d)  marginal cost at 80% capacity: 320

   average cost: 420 per camper per week

Explanation:

b) contribution per camper:

480 - 320 = 160 dollars

fixed cost 192,000

192,000 / 160 = 1,200 campers

c) at 80% capacity:

200 camper x 12 weeks x 80% x 160 contribution  =

  307.200‬ contribution

<u> - 192,000 </u>fixed cost

  115,200 operating gain

d) the marginal cost per camper would be the 320 cost per week as the fixed cost are incurrent already thus, each new camper cost is only their variable cost.

the average cost per camper will be:

200 camper x 12 weeks x 80% = 1,920 campers

the average cost would be the sum of variable and fixed cost:

(1,920 x 320  + 192,000) / 1,920 = <em>420‬</em>

<em />

we cna verify this:

(480 - 420) x 1,920  = 115.200‬

we get the same income as before thus, the calculation are correct.

3 0
3 years ago
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