Question

If A:B:C = 2:3:4, then find, AB:BC:CA

Answer 1

Answer:

The value of AB:BC:CA is $3:6:4$

Step-by-step explanation:

Step-1:

We are given A:B:C $=2:3:4$

Let us assume the values for A, B, C in order to simplify the ratios given to us.

Let the value of A be $2x$.

Let the value of B be $3x$.

Let the value of C be $4x$.

Step-2:

We have to calculate the value of AB:BC:CA, to find this we have to find the individual value of the terms.

The value of AB $=2x*3x=6x^2$

The value of BC $=3x*4x=12x^2$

The value of CA $=4x*2x=8x^2$

Step-3:

We have to find AB:BC:CA

We have the value as follows:

$6x^2:12x^2:8x^2$

$6:12:8\\3:6:4$.

Hence, the value of AB:BC:CA is $3:6:4$.

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