Question

if LCM (a,b) = 50 and HCF (a,b) = 10, Find
Find axb.​

Answer 1

we have a relationship ,

LCM (a,b) × HCF (a,b) = a×b

So, a x b = 50 x 10 = 500

a x b = 500.

Hope this helps you ✌️✌️☘️☘️.

Answer 2

Answer:

Product of two numbers=500

a×b=500

Step-by-step explanation:

Given:-

LCM (a,b) = 50 and HCF (a,b) = 10

To find:-

Find axb.

Solution:-

LCM (a,b) = 50

HCF (a,b) = 10

Using formula:-

LCM (a,b) ×HCF (a,b) = a×b

=>50×10=a×b

=>500=a×b

a×b=500

Answer:-

Product of two numbers=500

a×b=500