A consumer's preferences for a specific product (good x) and money available for all other goods (m) are represented by a utility function. The consumer is known to experience diminishing marginal utility for good x. For which of the following utility functions will the consumer's marginal utility for good x be independent of their level of income (m)?
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A consumer's preferences for a specific product (good x) and money available for all other goods (m) are represented by a utility function. The consumer is known to experience diminishing marginal utility for good x. For which of the following utility functions will the consumer's marginal utility for good x be independent of their level of income (m)?
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Consider a consumer whose preferences for a specific good (x) and money for all other goods (m) can be represented by the utility function u(x, m) = 20√x + m. If this consumer's income significantly increases, while the price of good x remains constant, their marginal willingness to pay for an additional unit of good x will also increase.