Math, asked by zoualbertjunior, 6 months ago

In a school, number of girls is 70 more than the number of boys. If total number of students is 3450 then what will be the number of girls and boys?

Answers

Answered by prince5132
88

GIVEN :-

  • Total number of students in school = 3450
  • number of girls = 70 more than boys

TO FIND :-

  • Number of boys and girls.

SOLUTION :-

Let the no. of boys be x

NO. of girls = 70 + x

A.T.Q

⇒ x + 70 + x = 3450

⇒ 2x + 70 = 3450

⇒ 2x = 3450 - 70

⇒ 2x = 3380

⇒ x = 3380/2

x = 1690

Hence boys = x = 1690

girls = 70 + x = 1690 + 70 = 1760

VERIFICATION :-

Total students = Girls + boys

⇒ 3450 = 1690 + 1760

⇒ 3450 = 3450

L.H.S = R.H.S

HENCE VERIFIED


BloomingBud: very nice
Answered by ThakurRajSingh24
94

GIVEN :-

  • The total number of students is 3450 .
  • The number of girls is 70 more than the number of boys.

TO FIND :-

  • The number of boys and girls.

SOLUTION :-

Let the number of boys be "R" and number of girls be " 70+R" .

.°. Boys + Girls = Total students

=> R + 70 + R = 3450

=> 2R = 3450-70

=> 2R = 3380

=> R = 1690 .

HENCE ,

  • The number of boys is 1690 .
  • And the number of girls is 1760 .

BloomingBud: very nice
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