The product of two co-prime numbers is 1073. Find their L.C.M.

Correct option is B

Given:

The product of two co-prime numbers is 1073.

Concept Used:

The L.C.M (Least Common Multiple) of two co-prime numbers is equal to their product.

Solution:

If two numbers aa and bb are co-prime, then:

L.C.M (a, b) = $$a \times b$$​​

Since the numbers are co-prime, the L.C.M of the two numbers will be equal to their product:

L.C.M = 1073

The L.C.M of the two co-prime numbers is 1073.

Thus, the correct option is (b) 1073

Alternate Method:

Given: A $$\times$$ B = 1073

Since, HCF(A, B) = 1 (Co- Prime)

Then, LCM $$\times$$ HCF = A $$\times$$ B

=> LCM = 1073​