A. Present this in a marginal utility (MU) schedule to the fifth orange and apple purchased.
B. How many oranges and apple will he buy in order to maximize his utility?
C. How much will he spend on the fruits?
D. What should he do if his marginal utility (MU) of orange is 35 utils
Orange Price= 5
🍎 Apple Price= 10
MU of first Orange= 55 utiles
And diminishes subsequently by 5 utiles
MU of first Apple = 80 utiles
And diminishes subsequently by 10 utiles.
A.
Marginal utility schedule
Oranges Apples MU for Oranges MU for Apples
1 1 55 80
2 2 50 70
3 3 45 60
4 4 40 50
5 5 35 40
B.
Let MU of Orange be; MUx and it's price Px
MU of Apple be; MUy and it's price Py
Utility maximization occurs when;
MUx/Px=MUy/Py
The combination that satisfies the maximum utility condition is;
When number of Oranges= 4 and when number of Apples =1, that is,
40/5=80/10 which gives 8
Therefore, number of Oranges= 4
Number of Apples= 1
C. Amount He will spend on fruits;
=(4*5)+(1*10)
=20+10
=30
D.
If the MU of Orange was 35 utiles, he would increase the number of Apples to consume and decrease the the number of Oranges to consume.
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