Separable utility function
One of my friends can't find the answer of this question. Give answer of following economic based question. Tell me about strongly separable utility function?
Since demands for resources eventually depend upon consumers’ demands for goods, in that case the demand for labor is: (w) termed as a derived demand. (x) a perfectly elastic demand curve. (y) a perfectly inelastic demand. (z) a horizontal line.
In the above diagram, the elimination of discrimination is best represented by
When the preference for current consumption over future consumption weakens, in that case the: (w) interest rate rises. (x) interest rate falls. (y) present value of future income falls. (z) equilibrium level of investment falls.
In equilibrium, the relative value of an additional unit of a good to a specified consumer is approximately proportional to the: (w) marginal revenue to the firm that sold the good. (x) marginal production cost of the good. (y) relative market price of the good. (z) a
When there is no minimum legal wage in market for unskilled labor, approximately: (w) 6,000 unskilled workers would earn about $5 per hour. (x) 3,000 unskilled workers would earn about $8 per hour. (y) 4,500 unskilled workers would ea
To minimize short-run losses, then a firm’s revenue should at least cover its short-run total as: (w) explicit costs. (x) fixed costs. (y) variable costs. (z) implicit costs. Hey friends please give your opin
Question: a) Johnny consumes peanuts (x1) and a composite good (x2). His utility function is U = x1x2. His marginal utilities are MU1 = x<
When LoCalLoCarbo, the favorite corporation of fad dieters,in that case produces output q* [that where is marginal revenue is zero] as: (1) LoCalLoCarbo’s total revenue is at its highest possible level. (2) expanding output to q4 would cause tot
Winning $50,000 yearly for 20 years is similar as winning: (w) $1 million today. (x) less than $1 million today. (y) more than $1 million today. (z) $100 per day, forever. Hello guys I want your advice. Please recommend some views
Total variable costs of this profit-maximizing lumber mill are approximately: (i) $2000 per day. (ii) $2400 per day. (iii) $2800 per day. (iv) $3200 per day. (v) $3600 per day. Discover Q & A Leading Solution Library Avail More Than 1447442 Solved problems, classrooms assignments, textbook's solutions, for quick Downloads No hassle, Instant Access Start Discovering 18,76,764 1926915 Asked 3,689 Active Tutors 1447442 Questions Answered Start Excelling in your courses, Ask an Expert and get answers for your homework and assignments!! Submit Assignment
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