10. which of the utility function U=5x+3y^2. the indifference curves for this utility function.  @) will have a constant marginal rate of substitution of x for y as x increases.  B) will have an increasing marginal rate of substitution of x for y as x increases.  please explain

2)Ben is choosing between cookies and soda. Denote the marginal utility of cookies is MUc, and the marginal utility of soda is MUs. Which of the following relationship is true regarding the marginal utility of substitution (MŘS) of cookie in terms of soda? A) MRS= MUc B) MRS = MUS C) MRS = MUS / MUC D) MRS = MUc / MUs

Suppose the preferences of an individual are represented by a quasilinear utility function: U(x, y) = In(x) + 3y a) Initially, Px=1, Py=6 and 1=102. Then, the price of x increases to 2 (Px=2). Calculate the changes in the demand for x. Please also calculate the substitution and income effects of the change in Px on x. (Hint: since the change in price is not small, you cannot use the Slutsky equation. You need to have numbers instead of functions as the answer.)  B)Please also calculate the substitution and income effects of the change in Pr on y. C) Instead of doubling to 2, suppose Px is only increased by a small amount. Use the Slutsky equation to find the substitution and income effects of the change in the price of x on x. Compare your result to (a). Explain why there's no income effect of the change in Pa On X. Show your result on an indifference curve. d) Use the Slutsky equation to find the substitution and income effect of the change in Px on y. Compare your result to (b).

solve g, h please Thank you

Question is in attached image, Thank you!

Suppose that the following utility function is given U(x,Y) = x+Y Which of the following is соrect? We have non-convex preferences since Law of diminishing Marginal Rate of Substitution holds and indifference curves are bowed inward towards the origin We have convex preferences since Law of diminishing Marginal Utility holds and indifference curves are bowed outward from the origin We have convex preferences since Law of diminishing Margina Rate of Substitution holds and indifference curves are bowed inward towards the origin We have convex preferences since Law of diminishing Marginal Rate of Substitution fails to hold and indifference curves are bowedinward towards the origin

3. The utility that Elena receives by consuming food F and clothing C is given by U(F, C) = FC + F. Food costs £1 per unit, and clothing costs £2 per unit. Elena's income is £22. MUF = C+1 and MUc = F. (i) Define the term Marginal Rate of Substitution (MRS) (ii) Find the utility maximizing values of C and F for the numerical values given above (Hint: You can assume interior solution). (iii) Now suppose that price of C and Elena's income remain unchanged at £2 per unit and £22, respectively, while the price of F varies. Find the equation of the demand for F as a function of the unit price of F (PF).

No chatgpt answer

Find Kramer's marginal rate of substitution

Two points on an indifference curve that displays a diminishing marginal rate of substitution between apples and oranges are: (10 apples and 2 oranges), (8 apples and 4 oranges). Which of the following combinations of apples and oranges could lie on this indifference curve? OA. 10 apples and 6 oranges OB. 6 apples and 9 oranges OC. 9 apples and 4 oranges OD. 8 apples and 3 oranges.