Mathematics
Grade-2
Easy
Question
Farmer Ben picks 87 apples. 26 apples are green, 20 are yellow, and the rest are red. How many apples are red?
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)
- 46
- 41
- 61
- 67
The correct answer is: 41
![](data:image/png;base64,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)
26 + 20 = ?
26 + 20 = 46
![](data:image/png;base64,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)
87 – 46 = ?
87 – 46 = 41
So, 41 apples are red.
answer=41
total apple =87
green apple =26
yellow apple =20
lets assume there was 'x' red apple
as we are given that total apple =87
red apple + green apple + yellow apple=87(total apple)
x+26+20=87
x+46=87
x=87-46(we are given rest apple are red in color)
x=41