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1. Maximize U(x,y)=xy subjected to Px=2, Py=8 and M=160
Maximize U(x,y)=xy+x+2y subjected to Px=2, Py=5 and M=51
Maximize U(x,y)=xy+x+2y subjected to Px=,Py=5 and M=51
Given the production function Q = L0.75 K0.25
1. If the fixed quantity of capital in the short run is 10000units, estimate SR product function
2. Find the value of L that maximize SR product function

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“The demand curve is always downward sloping”. Discuss how far you do agree with

this statement.


Using appropriate diagram(s), explain how a decrease in the price of the fresh tomatoes

would affect the demand of canned tomatoes.


Qd=31000-2p and Qs=14p+110000 illustrate graphically


If a 10% increase in income causes a 20% increase in the quantity demanded for a good or service. It can be concluded that


A. the good or service is a necessity.

B. the price elasticity of the good or service is greater than one.

C. the good or service is a luxury good.

D. the income elasticity of the demand for the good or service is negative


Suppose the total utility function of a consumer is given by TU(x) = 2x
2
. What is the marginal
utility of X? With step?
Explain the substitution and income effects of a price rise for a normal good using a diagram
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