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Consider two goods, plane tickets and juice. Suppose Yvette is to choose the optimal quantities of both goods Use the following dropdown selections to identify the utility-maximizing rule Yvette should follow to choose the optimal quantities. (Note: In the answer options that follow, MU stands for marginal utility.) Since juice costs less than plane tickets, it must follow that when Yvette chooses optimal quantities of juice and plane tickets, the marginal utility received from the last plane ticket is than the marginal utility from the last gallon of juice.Consider two goods, plane tickets and juice. Suppose Yvette is to choose the optimal quantities of both goods. MU of Juice lections to identify the utility-maximizing rule Yvette should follow to choose the optimal quantities. (Note: In the MU of Juice)/(Price of Juice) stands for marginal utility. MU of Juice) x (Price of Juice) Since juice costs less than plane tickets, it must follow that when Yvette chooses optimal quantities of juice and plane tickets, the marginal utility received from the last plane ticket is than the marginal utility from the last gallon of juice.Consider two goods, plane tickets and juice. Suppose Yvette is to choose the optimal quantities of both goods Use the following dropdown selections t IMU of Plane Tickets) / (Price of Plane Tickets) should follow to choose the optimal quantities. (Note: In the answer options that follow, MU stands (MU of Plane Tickets) x (Price of Plane Tickets) MU of Plane Tickets Since juice costs less than plane tickets, it must follow that when Yvette chooses optimal quantities of juice and plane tickets, the marginal utility received from the last plane ticket is than the marginal utility from the last gallon of juice.

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Answer #1

Ans. The optimal quantities of both goods would be at a point where ( MU of Juice / Price of Juice ) / (MU of Plane Tickets / Price of Plane Tickets )

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