Question

two numbers are in the ratio 5 ratio 7 if the sum of the number is 132 Find two numbers​

Answer 1

Step-by-step explanation:

let the two numbers are 5x and 7x

by given condition

5x+7x=132

12x=132

x=11

1st number

5x

=5×11

=55

2nd number

7x

=7×11

=77

Answer 2

$\large\red{\underline{\underline{\bf{\blue{Given}}}}}$

• Ratio of two nunbers = 5:7

• Sum of the two numbers = 132

$\large\red{\underline{\underline{\bf{\blue{To Find}}}}}$

• Two numbers

$\large\red{\underline{\underline{\bf{\blue{Solution}}}}}$

Let the ratio of two numbers be 5x : 7x

Then,

Sum of two numbers = 132 -----(given)

So,

=> 5x + 7x = 132

=> 12x = 132

=> x = 132/12 = 11

Hence,

• First number = 5x = 5 × 11 = 55

• Second Number = 7x = 7 × 11 = 77

VERIFICATION :-

• Sum of two numbers = 132

=> 55 + 77 = 132

=> 132 = 132

=> LHS = RHS

And,

• Ratio = 5:7

=> 55 : 77 = 5 : 7

=> 5 : 7 = 5 : 7

=> LHS = RHS

Hence verfied......