1 The utility function is U(x, y)=ax- x* +y and R(e,5)= Be+5. Assume that E(5)=0 and 2 %3D y = OR+ F.Variable x is the manager's leisure consumption, e is effort, y is income, R is firms' profit before deducting managers' pay, and is a random variable. The total time endowment is T. The effort supply function will be (a) Oße+ F (b) өр - а +Т (c) OB+a- F (d) өр+T

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The utility function is U(x, y) = ax -x +y and R(e,5)= ße+5. Assume that E(5)=0 and
2
y= OR+F. Variable x is the manager's leisure consumption, e is effort, y is income, R is firms'
profit before deducting managers' pay, and is a random variable. The total time endowment is
T. The effort supply function will be
(а) өве + F
(b) OB - a+T
(c) OB + a-F
(d) OB+T
Transcribed Image Text:The utility function is U(x, y) = ax -x +y and R(e,5)= ße+5. Assume that E(5)=0 and 2 y= OR+F. Variable x is the manager's leisure consumption, e is effort, y is income, R is firms' profit before deducting managers' pay, and is a random variable. The total time endowment is T. The effort supply function will be (а) өве + F (b) OB - a+T (c) OB + a-F (d) OB+T
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