Question

take any two coprime numbers and find their product find out if the product of their HCF and LCM is equal to the product of the number​

Answer 1

yes this is true,

HCF of co-primes=1,

LCM of co-primes=product of that co-primes,

then we say that,

product of co-primes=LCM of Co-primes*HCF of co-primes

Answer 2

Answer:

Step-by-step explanation:

Let us take 15 and 14

a=15=3*5

b=14=2*7

So HCF(14,15)=1

LCM(14,15)=2*3*5*7=210

Now LCM *HCF =210*1=210...........(1)

a*b=14*15=210 ...............(2)

from(1) and (2)

LCM*HCF=a*b