Math, asked by saifan4everyone, 3 months ago

two nos are in 5:7 if 7is added to each number the ratio becomes 11:15 find the number​

Answers

Answered by Aloneboi26
2

Step-by-step explanation:

Answer:

numers are 18 and 8

Step-by-step explanation:

x:y=9:4

4x=9y

x=9y/4.1

x+7/y+7=5/3

3(x+7)=5(y+7)

3x+21=5y+35

3x-5y=14

3*9y/4-5y=14

27y/4 -5y=14

27y-20y=14*4

7y=56

y=8

x=9*8/4

x=18

Answered by Anonymous
2

Given,

  • Two numbers are in Ratio 5 : 7
  • 7 added two Each number
  • After Adding 7, The Ratio converted into 11 : 15

Procedure,

Before Adding 7,

Let's The First Number = 5X

So, The Second Number = 7X

After Adding 7,

The First Number become = 5X + 7 (1)

The Second Number become = 7X + 7 (2)

Solution,

The First Number become = 5X + 7 (1)

The Second Number become = 7X + 7 (2)

And, There Ratio = 11 : 15

=> (5X + 7) / (7X + 7) = 11 / 15

=> 15 (5X + 7) = 11 (7X + 7)

=> 75X + 105 = 77X + 77

=> 105 - 77 = 77X - 75X

=> 28 = 2X

=> X = 7

Answer,

The First Number = 5X = 5 × 7 = 35,

The Second Number = 7X = 7 × 7 = 49

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