A consumer has 8 units of money to spend on apples and oranges. Construct a schedule to show his equilibrium position. What is the maximum utility that he can get from this units? ( MU of 1 unit = 12 utils)

Given:
Money = Rs 8
MU_m = 12 utils
​Let the price of Apples be Rs 1 and price of oranges be Rs 1
 

Units of Apples (units)	MUA (utils)	Units of Oranges (units)	MUO (utils)
1 2 3 4 5 6 7	30 28 25 20 12 2 – 5	1 2 3 4 5 6 7	35 32 12 10 8 3 – 1

Equilibrium is struck when:
$\frac{M{U}_A }{P_A}=\frac{M{U}_O}{P_O}=M{U}_m$
$M{U}_A =M{U}_O=12$

So, equilibrium is struck when consumer purchases 5 units of apples (spending Rs 5) and 3 units of oranges (spending Rs 3). 

The maximum utility that he can get from these units are 194 utils (30 + 28 + 25 + 20 + 12 + 35 + 32 + 12).