May I please get some help on this problem? All the information provided is included in the screen shot. Hi there is nothin more to add to this question. That is all that is available in the question. :P

Given the following utility function: U = 10X + 20Y and marginal utilities: MUX = 10, MUy = 20 A consumer facing the following prioes: P)( = $2, Py =2 chooses to consume: 10 units of good X and 9 units of good Y. Assume that graphically good X is on the horizontal axis and good Y is on the vertical axis. Given this consumption bundle, the marginal rate of substitution is equal to - (Round your answer to two decimal places. Note that the minus sign is already included). Given this value, the consumer should consume : in order to maximize his/her utility