Math, asked by Einstein2000, 10 months ago

Two numbers are such that the ratio between them is 3:5. If each increased by 10, the ratio between the new number so formed is 5:7. Find the original number.


BrainlyRacer: ..

Answers

Answered by sanakhan14
2

Answer:

Heya please refer to the attachment...

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Answered by Anonymous
2

hey mate

given here

let two number are x and y

a/c to question

ratio of two number =3:5

or,

x:y=3:5

or,

x/y= 3/5

5x-3y=0. .....(1)

and ,

when

If each increased by 10, the ratio between the new number so formed is 5:7.

then ,

x+10:y+10= 5:6

or,

x+10/y+10=5/7

7x-5y= -20. ........(2)

by, (1)

y=( 5/3)x. ....(3)

so,

now,by (2)

7x-5(5/3)x=-20

21x-25x=-60

-4x=-60

x =15

and by (3)

y=25

thus:

the original two number will be

15,25.

I hopes its helps u.

@abhi.

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