Divide ₹ 3500 among A,B and C in the ratio 3:2:2
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Answered by
5
The amount to be divided among A, B and C is in the ratio 3 : 2 : 2
Let the constant be x
So, let the share of A be 3x, B be 2x and C be 2x
Total amount = ₹3500
According to the question,
3x + 2x + 2x = 3500
➾ 7x = 3500
By dividing both the sides by 7 we get,
➾ x = 500
∴ Share of A ➾ 3x
➾ 3 × 500
➾ ₹1500✔✔
∴ Share of B ➾ 2x
➾ 2 × 500
➾ ₹1000✔✔
∴ Share of C ➾ 2x
➾ 2 × 500
➾ ₹1000✔✔
Let the constant be x
So, let the share of A be 3x, B be 2x and C be 2x
Total amount = ₹3500
According to the question,
3x + 2x + 2x = 3500
➾ 7x = 3500
By dividing both the sides by 7 we get,
➾ x = 500
∴ Share of A ➾ 3x
➾ 3 × 500
➾ ₹1500✔✔
∴ Share of B ➾ 2x
➾ 2 × 500
➾ ₹1000✔✔
∴ Share of C ➾ 2x
➾ 2 × 500
➾ ₹1000✔✔
Answered by
2
here is your answer ☺☺☺☺☺☺☺
A = 3x
B = 2x
C = 2x
so.... 3x+4x+7x=3500
14x=3500
x=250
Hence A=3x=₹750
B=4x=₹1000
C=7x=₹1750
A = 3x
B = 2x
C = 2x
so.... 3x+4x+7x=3500
14x=3500
x=250
Hence A=3x=₹750
B=4x=₹1000
C=7x=₹1750
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