Consider a Cobb-Douglas utility function given as , where is the number of hours spent working per day, and is the wage rate per hour. If , then the corresponding labour supply (in hours) is ______ (in integer).
Consider a Cobb-Douglas utility function given as , where is the number of hours spent working per day, and is the wage rate per hour. If , then the corresponding labour supply (in hours) is ______ (in integer).
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Consider a Cobb-Douglas utility function given as U(H) = (24-H)^(1-a)(wH)^a, where H is the number of hours spent working per day, and w is the wage rate per hour. If a=1/2, then the corresponding labour supply (in hours) is (in integer).
Budget constraint and consumer equilibrium has come up 99 times in 7 exams since 2004.
This question is on Labour supply and intertemporal choice, part of Budget constraint and consumer equilibrium in Microeconomics.
Treating leisure and future consumption as goods: the labour-leisure choice, saving and borrowing.
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