What is the consumer expected income for lottery

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Consider a consumer with an expected utility preference with the utility function u(m) = √ m. Consider two lotteries the consumer may face:

  • Lottery A: Lose $50 with probability (1/4) , win $20 with probability (3/4).
  • Lottery B: Lose $20 with probability (1/10) , lost $10 with probability (6/10) , win $30 with probability (3/10)

Suppose the consumer's original income is 100.

(a) What is the consumer's expected income for each lottery?

(b) What is the consumer's expected utility for each lottery?

(c) Which lottery does the consumer prefer more?

Reference no: EM132414730

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