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A consumer decides between the consumption of two products: X and Y. The consumer has an income of $2000. The price of X is $50 per-unit and price of Y is $20 per- unit. At the point of maximization of utility subject to the consumer's income, she consumes 10 units of product X. 3. Given the information above, write out the consumer budget constrain equation. How much is the slope? b. At the point of maximization of utility subject to the budget how many X and Y's will the consumer consume? Now assume, there is a change in the price of X to $25 per unit. Given this change the consumer will consume 60 units of product Y to maximize her utility subject to the budget. The price of Y and income stays the same c. Given this change write out the new budget constraint equaon d. At the point of maximization of utility subject to the budget how many X and Y's will the consumer consume after this change? 9. Graph the budget constraint before and after the change on the same graph space with the indifference curve. Show the maximization point and all intercept points