Question

If L.C.M.and H. C. F. Of two numbers are P and Q respectively, then L.C.M.of P and Q is​

Answer 1

Answer:

PQ

Step-by-step explanation:

I hope you will understand

Answer 2

The LCM of P and Q = $\dfrac{PQ}{HCF}$

Step-by-step explanation:

Let x and y be the two numbers.

Given,

L.C.M. = P and H.C.F. = Q

To find, the LCM of P and Q = ?

We know that,

L.C.M. × H.C.F. = Product of two numbers

P × Q = xy

Also,

L.C.M. (P, Q) = ?

∴ L.C.M. × H.C.F. = Product of two numbers

⇒  L.C.M. × H.C.F. = PQ

⇒  L.C.M.  = $\dfrac{PQ}{HCF}$

Thus, the LCM of P and Q = $\dfrac{PQ}{HCF}$