the two numbers are 36 and 48 . if the hcf of these numbers is 12 , find their lcm
Answers
Answered by
4
Hi ,
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If a , b are two numbers and h , l are
their HCF and LCM then
h × l = a × b
****************************************
Here ,
a = 36 , b = 48 ,
h = 12 , l = ?
h × l = a × b
l = ( a × b )/h
l = ( 36 × 48 )/12
l = 36 × 4
l = 144
Therefore ,
LCM ( 36 , 48 ) = 144
I hope this helps you.
: )
***********************************
If a , b are two numbers and h , l are
their HCF and LCM then
h × l = a × b
****************************************
Here ,
a = 36 , b = 48 ,
h = 12 , l = ?
h × l = a × b
l = ( a × b )/h
l = ( 36 × 48 )/12
l = 36 × 4
l = 144
Therefore ,
LCM ( 36 , 48 ) = 144
I hope this helps you.
: )
Answered by
5
we know that :
Product of two Numbers = HCF x LCM
Finding the product of two numbers
36 x 48 = 1728
given - HCF = 12
1728 = 12 x LCM
LCM = 1728/12
LCM = 144.
Product of two Numbers = HCF x LCM
Finding the product of two numbers
36 x 48 = 1728
given - HCF = 12
1728 = 12 x LCM
LCM = 1728/12
LCM = 144.
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