Question

if 2A=3B=4C, then A:B:C=?​

Answer 1

Answer:

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Answer 2

Step-by-step explanation:

Given :-

2A = 3B = 4C

To find :-

Find A:B:C ?

Solution :-

Given that

2A = 3B = 4C

On taking 2A = 3B

=> 2A/B = 3

=> A/B = 3/2

=> A/B = (3/2)×(2/2)

=> A/B = (3×2)/(2×2)

=> A/B = 6/4

=> A:B = 6:4--------(1)

On taking 3B = 4C

=>3B/C= 4

=> B/C = 4/3

=> B:C = 4:3 --------(2)

A: B. = 6:4

B : C = 4:3

_______________

A:B:C = 6:4:3

_______________

Answer:-

The value of A:B:C for the given problem is

6:4:3

Used formulae:-

• a:b can be written as a/b

Points to know :-

• Ordered comparision of the same quantities is called the ratio.

• The ratio of a and b is a:b

• In a:b , a is called antecedent and b is called the consequent.

• The inverse ratio of a:b is b:a.