Question

If A:B:C - 2:3:4, then
A\B :B\C:C\A is equal to ??​

Answer 1

Answer:

2/3:3/4:2

Step-by-step explanation:

A:B:C=2:3:4

now,

let

Ax =2

A=2/x

...

B=3/x

C=4/x

•°•A/B:B/C:C/A

(2/x)/(3/x):(3/x)/(4/x):(4/x)/2/x

2/3:3/4:4/2

2/3:3/4:2

I hope dis ans will be helpful for us

Answer 2

Answer:

8:9:24

Step-by-step explanation:

Let us take the given ratio be 2x:3x:4x .

Then here ,

• A = 2x
• B = 3x.
• C = 4x .

Now , here

• A/B = 2x/3x = ⅔.
• B/C = 3x/4x = ¾ .
• C/A = 4x/2x = 2 .

Hence the required ratio would be ,

=> A/B :B/A :C/A = ⅔:¾:2

Now , LCM of 3,4&2 is 12 . So Multiplying whole by 12 , we get the ratio as ,

=>A/B : B/C : C/A = 12×⅔ : 12×¾ : 12×2

=> A/B : B/C : C/A = 8:9:24.

Hence the required ratio is 8:9:24.