Question

Find the HCF × LCM for the number 15 and 750

Answer 1

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Answer 2

Concept introduction:

The L.C.M. specifies the fewest amount that is absolutely subdivided by two integers, although the H.C.F. describes the largest thing existing among any given pair of two integers. LCM is also known as the Least Frequent Multiple (LCM), while HCF is also known as the Greatest Common Factor (GCF).

Given:

Here the two numbers given to us is->

$15$ and $750$.

Solution:

According  to the question,  

L.C.M

$=5*3*5*5*2\\=750$

H.C.F.

$=5*3\\=15$

L.C.M $*$ H.C.F.

$=750*15$

$=11250$.

Final answer:

Hence, the final answer of the question is -> $11250$.

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