Suppose the total utility function of a consumer is given by TU(x) = 2x 2 . What is the marginal utility of X? With step

/in /by

Suppose the total utility function of a consumer is given by TU(x) = 2x
2 . What is the marginal
utility of X? With step

You might also like
Given da (Demand of a) = 200.5 + 3.5I. Suppose this is an income demand function, interpret the result and show by the help of a diagram.
Suppose, Vacuum Cleaners have an elastic demand and Mobile Phones have an inelastic demand. Now suppose that technological advancement triples the supply of both products. a. Draw two separate diagrams to show what happens in each of the market to the equilibrium price and quantity? (3 marks) b. Which product experiences a larger change in price? (1 mark) c. Which product experiences a larger change in quantity? (1 mark) d. What happens to total consumer spending on each product? [1 mark)
Given a short run cost function as T C =1 /Q 3 (3 is under subscript ) - 2Q 2(2 is under subscript ) +60Q+100 , find the minimum value of AVC and MC?
A perfectly competitive firm is in equilibrium where Margaret cost is equal to marginal revenue because: A. This is where the optimum factor combination occurs. B. It is not possible to expand production in this short run. C. At this point, average cost ,is always at its lowest. D. No other quantitu yeilds higher profit.
Calculate the average return, variance, standard return deviation and coefficient of variation for each of the listed securities in
Suppose the demand equation for good Y is given as Q = 50 – 2.5P where Q is the quantity demanded and P is the price. What price would the monopolist set if he had 50 units? How many would he sell? What price would he set if he had 100units? How many would he sell?
Should the full employment level of income be R-B2 255, by how much should government change its spending to reach this level of income during the next year given the multiplier has not changed
Given the following Cobb Douglas utility function U(X1,X2)=Xc1,Xd2 determining marginal utilities for good X1 and X2 respectively what is the marginal rate of substitution MRSx 1 x 2 and the marginal rate of substitution MRs x 2 x 1 C(y)=10y2+100 what is the supply curve