David's utility function for good X and Y is given by U(x,y)=x^2×y^3, wher Px, Py and I are the price of good X, price of good Y and the consumer income respectively.
Write the budget constraint of the consumer.
Solution:
U(x,y) = X2Y3
The budget constraint is as follows:
I = PxX + PyY
Where: I = Income
Px = Price of good X
Py = Price of good Y
Assuming the values of the above are as follows:
I = 100
Px = 4
Py = 5
Then the budget constraint will be as follows:
100 = 4X + 5Y
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