6. Imagine you have a quasi-linear utility function given be U=x-0.03r²+y. Please show your work on these... or do them in Excel that works too. a. Imagine there is bundle A where x=10 and y=1. What is the value the utility function at bundle A? b. Keep bundle A as it is. What is the MRS as x rises from X=10 to x=20. c. Now find the MRS at point 10,1 using the calculus route (the general rule might be easier). You do need the power rule here! U = r = m* r-1 dri
6. Imagine you have a quasi-linear utility function given be U=x-0.03r²+y. Please show your work on these... or do them in Excel that works too. a. Imagine there is bundle A where x=10 and y=1. What is the value the utility function at bundle A? b. Keep bundle A as it is. What is the MRS as x rises from X=10 to x=20. c. Now find the MRS at point 10,1 using the calculus route (the general rule might be easier). You do need the power rule here! U = r = m* r-1 dri
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![6. Imagine you have a quasi-linear utility function given be U=x-0.03.x²+y. Please show
your work on these.. or do them in Excel that works to0.
a. Imagine there is bundle A where x=10 and y=1. What is the value the utility function
at bundle A?
b. Keep bundle A as it is. What is the MRS as x rises from X=10 to x=20.
c. Now find the MRS at point 10,1 using the calculus route (the general rule might be
easier). You do need the power rule here! U = x
dU
dri
m
= m * xm-1
d. Why do the 2 methods of determining the MRS yield different answers? Is one way
better or more accurate than the other? Explain your answer.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1e7e13d7-2c25-48d6-9f25-2d30b4c4c479%2F3475a587-22af-4590-82f2-9e8dad685d5c%2F6819pv_processed.png&w=3840&q=75)
Transcribed Image Text:6. Imagine you have a quasi-linear utility function given be U=x-0.03.x²+y. Please show
your work on these.. or do them in Excel that works to0.
a. Imagine there is bundle A where x=10 and y=1. What is the value the utility function
at bundle A?
b. Keep bundle A as it is. What is the MRS as x rises from X=10 to x=20.
c. Now find the MRS at point 10,1 using the calculus route (the general rule might be
easier). You do need the power rule here! U = x
dU
dri
m
= m * xm-1
d. Why do the 2 methods of determining the MRS yield different answers? Is one way
better or more accurate than the other? Explain your answer.
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