Suppose that a consumer is indifferent between the bundles (3, 1) and (1,5). Which of the following utility functions could NOT represent the consumer's preferences? (a) U(X, Y) = 2X + Y (b) U(X,Y) = X²Y³ (c) U(X, Y) = min{X, Y} + 20 (d) U(X,Y) = 4X + 2Y

Advanced Engineering Mathematics
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Suppose that a consumer is indifferent between the bundles (3, 1) and (1,5). Which of
the following utility functions could NOT represent the consumer's preferences?
(a) U(X, Y) = 2X + Y
(b) U(X, Y) = X²Y³
(c) U(X, Y) = min{X, Y} + 20
(d) U(X, Y) = 4X + 2Y
Transcribed Image Text:Suppose that a consumer is indifferent between the bundles (3, 1) and (1,5). Which of the following utility functions could NOT represent the consumer's preferences? (a) U(X, Y) = 2X + Y (b) U(X, Y) = X²Y³ (c) U(X, Y) = min{X, Y} + 20 (d) U(X, Y) = 4X + 2Y
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