Question

If HCF (a, b) = 2 and LCM (a, b) = 27 then find a×b

Answer 1

Answer:

Product of two number=LCM×HCF

a×b=2×27

a×b= 54

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Answer 2

Therefore the value of a × b is '54'.

Given:

HCF of a, b = HCF ( a, b ) = 2

LCM of a, b = LCM ( a, b ) = 27

Where a, b are any natural numbers.

To Find:

The value of a × b

Solution:

The given question can be easily solved as shown below.

Given that,

HCF of a, b = HCF ( a, b ) = 2

LCM of a, b = LCM ( a, b ) = 27

We know that,

⇒ HCF ( a, b ) × LCM ( a, b ) = a × b

⇒ a × b = 2 × 27 = 54

Therefore the value of a × b is '54'.

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