Question: Convert the following stochastic problem into an equivalent deterministic model. subject to Assume that a 1 and a 3 are independent and normally distributed random

Convert the following stochastic problem into an equivalent deterministic model. Maximize z = x + 2x + 5x3

subject to

Assume that a₁ and a₃ are independent and normally distributed random variables with means E{a₁} = 2 and E{a₃} = 5 and variances var{a₁} = 9 and var{a₃} = 16 and that b₂ is normally distributed with mean 15 and variance 4.

Maximize z = x + 2x + 5x3

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