Math, asked by Bebhadur, 1 month ago

Two numbers are in ratio of 3:4. If 6 is added to each term of the ratio. There is an increase of 20% in the given ratio what is the first and second number!? ​

Answers

Answered by Anonymous
44

Sólution:-

Given :-

two numbers are in the ratio 3:4 if 6 is added to each term of the ratio there is an increase of 20%

To Find :-

The ratio find the first and second number.

Here :-

A / b = 3 / 4

a = 3b /4

a + 6 / b + 6 = 3/4 × 9/10

Substitute the value of a

= > 3b /4 + 6/ b + 6 = 3 / 4 × 9/10

= > 3b + 24/4b + 24 = 9/10

a = 3 , b = 4

Hence the Answer is 3 and 4

  • Hope it helps you ✔️


parijaini: m. varnika huu...
BIGDIBANDI07: chudail
BIGDIBANDI07: comment na kar
BIGDIBANDI07: plz account delete ho jayega!!!
parijaini: ok
BIGDIBANDI07: hmm
parijaini: yo ashiqi. vo v comments mei...! lol
Anonymous: gndnsf d
parijaini: spam ✌✌
Answered by parijaini
2

Answer:

above is the right answer !!!!


Anonymous: thanks sis❤️
Anonymous: ha..
parijaini: chipkali = parisha ✌✌
BIGDIBANDI07: Chipkali
BIGDIBANDI07: diksha aunty
parijaini: lol
BIGDIBANDI07: meri maa
BIGDIBANDI07: comment na kar I'd delete ho jayega Plx
Similar questions