Question

Class 5
Q-1.  At a football match, there were 11,820 spectators. 8,256 of the spectators were adults. Of the remaining spectators, there were 3 times as many teenagers as young children. How many teenagers were there?

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Answer 1

$\orange{\boxed{\green{\underline{\red{\mathrm{Solution:-}}}}}}$

Total no. of spectators=11,820

No.of Aduts=8,256

$\rule{200}{1}$

let the no. of young children=x

now, *As Teenagers are 3times as young children*

Teens=3x

Equation↓

→x+3x+8,256=11,820

→4x=11820-8256

→4x=3564

→x=$\frac{\cancel{3564}}{\cancel{4}}$

→x=891

$\rule{200}{1}$

x=no. of young children

and 3x=No. of teens

→891 young children where there.

and Multiplying it 3 times gives us the no. of teens spectating.

→3×891=2673

These are the No. of teens spectating.

$\rule{200}{1}$

We can verify by adding all the Numbers

→891+2673+8256=11820

Answer 2

Answer:

Step-by-step explanation: