In: Economics
Suppose movie downloads cost $1 apiece and game downloads cost $2. If the marginal utility of movie downloads at the optimal mix of consumption is 20 utils, what is the marginal utility of a game download?
Instructions: Enter your answer as a whole number.
utils
Utility Maximizing Condition
In order to maximize Utility a consumer consumes that amount of A and B such that :
(Marginal Utility of A / per unit price of A) = (Marginal Utility of B / per unit price of B)
Here In order to maximize utility he should consume that amount of movie download and game download such that
(Marginal Utility of Movie download / per unit price of movie download) = (Marginal Utility of Game download / per unit price of Game download)
It is given that movie downloads cost $1 apiece and game downloads cost $2
=> per unit price of movie download $1 and per unit price of Game download = $2
Also, It is given that the marginal utility of movie downloads at the optimal mix of consumption is 20 utils
=> Marginal Utility of Movie download = 20
So,
(Marginal Utility of Movie download / per unit price of movie download) = (Marginal Utility of Game download / per unit price of Game download)
=> 20/1 = Marginal Utility of Game download / 2
=> Marginal Utility of Game download = 20 *2 = 40.
Hence, the marginal utility of a game download = 40 utils