Here’s the answer

Let’s break down the puzzle step-by-step to find the values of each fruit.

First equation (3 apples):

apple+apple+apple=30\text{apple} + \text{apple} + \text{apple} = 30apple+apple+apple=30

This implies that each apple is worth 10.

apple=10\text{apple} = 10apple=10

Second equation (1 apple and 2 bunches of bananas):

10+bananas+bananas=1810 + \text{bananas} + \text{bananas} = 1810+bananas+bananas=18

Subtracting 10 from both sides:

2×bananas=82 \times \text{bananas} = 82×bananas=8

So, each bunch of bananas is worth 4.

bananas=4\text{bananas} = 4bananas=4

Third equation (1 bunch of bananas and 2 coconut halves):

4−coconuts=24 – \text{coconuts} = 24−coconuts=2

Subtracting 4 from both sides:

coconuts=2\text{coconuts} = 2coconuts=2

This means that each coconut half is worth 1 (since there are two halves in the picture).

Final equation: The last line shows one coconut half, one apple, and one bunch of bananas:

coconut half+apple+bananas=??\text{coconut half} + \text{apple} + \text{bananas} = ??coconut half+apple+bananas=??

Substituting the values we found:

1+10+4=151 + 10 + 4 = 151+10+4=15

The answer is 15.