Consumers utility function
Problem: The consumer's utility function is U=4 square root of X1 + X2. This means that the MRS at the bundle (x1, x2) is 2/square root of X1. Show that the individual's indifference curves have the diminishing MRS property.
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The consumer's utility function is U=4 square root of X1 + X2. This means that the MRS at the bundle (x1, x2) is 2/square root of X1. Show that the individual's indifference curves have the diminishing MRS property.
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