Math, asked by bhardwajbishal11, 7 months ago

b--a4
4 Arun was to find 6/7 of a fraction. Instead of multiplying, he divided the
fraction by 6/7 and the result obtained was 13/70 greater than original
value. Find the fraction given to Arun?
Let the fraction​

Answers

Answered by Anonymous
3

Answer:

39/35

Step-by-step explanation:

Let the unknown fraction be x.

According to the condition,

x ÷ 6/7 = x + 13/70

= x × 7/6 = (70x + 13) / 70

=> 7x / 6 = (70x + 13)/70

By Cross multiplication, we get

70 × 7x = 6 ( 70x + 13 )

490x = 420x + 78

490x - 420x = 78

70x = 78

=> x = 78/70 = 39/35

Verification

39/35 ÷ 6/7

=> 39/35 × 7/6 = 13/10

13/10 - 13/70 = (91 - 13) / 70 = 78/70 = 39/35

Hence Verified

Answered by jatt714
0

<body bgcolor=red>39/35 answer<marquee direction="up"><font color=yellow>

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