What is the demand function for good x and good y?
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A consumer's budget constraint is used with the utility function to derive the demand function. The utility function describes the amount of satisfaction a consumer gets from a particular bundle of goods. Say there are two goods a consumer can choose from, x and y. Assuming no borrowing or saving, a consumer's budget for x and y are equal to income. To maximize utility, the consumer wants to use the entire budget to buy the most x and y possible.
The first part of figuring out demand is to find the marginal utility each good provides and the rate of substitution between the two goods—that is, how many units of x the consumer is willing to give up so she can get more y.
The first part of figuring out demand is to find the marginal utility each good provides and the rate of substitution between the two goods—that is, how many units of x the consumer is willing to give up so she can get more y.
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