Suppose a production function for a firm takes the following algebraic form: Q= 2KL - (0.3)L², where Q is the output of sweaters per day. Now suppose the firm is operating with 10 units of capital (K = 10) and 6 units of labour (L = 6). What is the output of sweaters? A. 64 sweaters per day OB. 49 sweaters per day OC. 109 sweaters per day OD. 72 sweaters per day OE. 118 sweaters per day
Suppose a production function for a firm takes the following algebraic form: Q= 2KL - (0.3)L², where Q is the output of sweaters per day. Now suppose the firm is operating with 10 units of capital (K = 10) and 6 units of labour (L = 6). What is the output of sweaters? A. 64 sweaters per day OB. 49 sweaters per day OC. 109 sweaters per day OD. 72 sweaters per day OE. 118 sweaters per day
Principles of Economics 2e
2nd Edition
ISBN:9781947172364
Author:Steven A. Greenlaw; David Shapiro
Publisher:Steven A. Greenlaw; David Shapiro
Chapter7: Production, Costs, And Industry Structure
Section: Chapter Questions
Problem 13RQ: What is the difference between a fixed input and a variable input?
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Transcribed Image Text:Suppose a production function for a firm takes the following algebraic form: Q= 2KL - (0.3)L², where Q is the output of sweaters per day. Now suppose the firm is operating with 10
units of capital (K = 10) and 6 units of labour (L = 6). What is the output of sweaters?
A. 64 sweaters per day
OB. 49 sweaters per day
OC. 109 sweaters per day
OD. 72 sweaters per day
OE. 118 sweaters per day
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