1. Max lives on Snickers Bars and Doritos. The price of Snickers [Si is 2 dollars per bar and the price of Doritos {D} is 1 dollar per bag. Max allows himself to spend no more than 1D dollars a day on food. He also restricts his consumption to 5,D calories per day. There are Elli] calories in a Snickers Bar and 1901'.) calories in bag of Doritos. Assume that Max spends his entire money budget each day and consumes no more calories than his limit. [a] Draw Max's budget constraint and calculate the MET. Put Snickers on the yaxis. [b] Draw Max's caloric constraint. [c] Identifyr the set of possible bundles that satisfy Max's budget and caloric constraint. [{1} What is the highest number of Snickers bars Max could feasibly consume? Would he have income left if he did that? Does he meet his caloric constraint? [e] What is the largest number of bags of Doritos he could feasibly consume? Would he have income left after that? Does he meet his caloric constraint? [f] What combination of Snickers and Doritos would he consume if wanted to spend all his money and consume 5,509 calories