For the next two questions, consider a consumer with utility function U(x1, X2) = x1+X1X2+X2 who obeys the standard budget constraint P1X1 + P2X2 = Y. %3D Formulating the problem formally, the consumer solves: max X1 + X1X2+ X2 s.t. P1X1 + P2X2 = Y Solve for optimal x1 and X2. Select one: Y – P - P2 x2 Y + P – P2 а. 2P 2P2 Ob. Y – P + P2 x2 Y + P - P2 2P 2P2 Y – P + P2 Y – P – P2 2P2 С. 2P Y + P – P2 x2 = 2P2 Y + P1 – P2 2P1 Are goods x1 and x2 substitutes or complements? Select one: а. substitutes O b. both c. complements d. neither d.
For the next two questions, consider a consumer with utility function U(x1, X2) = x1+X1X2+X2 who obeys the standard budget constraint P1X1 + P2X2 = Y. %3D Formulating the problem formally, the consumer solves: max X1 + X1X2+ X2 s.t. P1X1 + P2X2 = Y Solve for optimal x1 and X2. Select one: Y – P - P2 x2 Y + P – P2 а. 2P 2P2 Ob. Y – P + P2 x2 Y + P - P2 2P 2P2 Y – P + P2 Y – P – P2 2P2 С. 2P Y + P – P2 x2 = 2P2 Y + P1 – P2 2P1 Are goods x1 and x2 substitutes or complements? Select one: а. substitutes O b. both c. complements d. neither d.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:For the next two questions, consider a consumer with
utility function U(x1, X2) = X1+X1X2+X2 who obeys the
standard budget constraint P1X1 + P2X2 = Y.
Formulating the problem formally, the consumer
solves:
max X1 + X1X2 + X2
s.t. P1X1 + P2X2 = Y
Solve for optimal x1 and x2.
Select one:
O a.
Y – P – P2
Y + P – P2
, X2 =
2P
2P2
O b.
Y – P + P2
Y + P – P2
X2 =
2P
2P2
Ос.
Y – P – P2
Y – P + P2
2P
X2 =
2P2
d.
Y + P1 – P2
Y + P – P2
, 12 =
2P1
2P2
Are goods x1 and x2 substitutes or complements?
Select one:
a. substitutes
b. both
O c. complements
d. neither
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