The HCF of two numbers is 16 and their product is 3072. Find their LCM
Answers
Answered by
755
Hi ,
*****************************************
If a , b two Integers and
their HCF = H , and LCM = L then
H × L = a × b
***************************************
It is given that ,
a × b = 3072 ,
H = 16 ,
L = ?
L × H = a × b
L × 16 = 3072
L = 3072/16
L = 192
Therefore ,
Required LCM = L= 192
I hope this helps you.
: )
*****************************************
If a , b two Integers and
their HCF = H , and LCM = L then
H × L = a × b
***************************************
It is given that ,
a × b = 3072 ,
H = 16 ,
L = ?
L × H = a × b
L × 16 = 3072
L = 3072/16
L = 192
Therefore ,
Required LCM = L= 192
I hope this helps you.
: )
Answered by
542
Heya !!!
HCF of two numbers = 16
And,
Product of two numbers = 3072
We know that,
Product of two numbers = HCF × LCM
3072 = 16 × LCM
LCM = 3072/16
LCM = 192.
HOPE IT WILL HELP YOU...... :-)
HCF of two numbers = 16
And,
Product of two numbers = 3072
We know that,
Product of two numbers = HCF × LCM
3072 = 16 × LCM
LCM = 3072/16
LCM = 192.
HOPE IT WILL HELP YOU...... :-)
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