The LCM of two numbers is 2516 and the square root of their HCF is 2, find the product of the two numbers

Answer: The product of the two numbers, whose LCM is 2516 and the square root of their HCF is 2 is 1064.

Lets us see how to solve it.

Explanation:

Given that the LCM of two numbers is 2516 and the square root of their HCF is 2

We know that the formula of LCM for two numbers a and b is LCM (a, b) = (a × b) / HCF (a, b)

The square root of the hcf of the two numbers is 2

So, the HCF of the two numbers = 2 × 2 = 4

Hence, (a × b) = LCM (a, b) × HCF (a, b)

                        = 2516 × 4

                        = 1064

The product of the two numbers is 1064

Thus,the product of the two numbers, whose LCM is 2516 and the square root of their HCF is 2 is 1064