If HCF and LCM of two numbers are 9 and 90 respectively. if one number is 18, find the other.
Answers
Answered by
278
Hi ,
*******************************************
If a , b are two numbers and their
LCM = L and HCF = H then
a × b = L × H
*********************************************
Now ,
Let a = 18 ,
b = ?
L = 90 ,
H = 9 ;
18 × b = 90 × 9
b = ( 90 × 9 )/18
b = 5 × 9
b = 45
Therefore ,
Required second number = b = 45
I hope this helps you.
: )
*******************************************
If a , b are two numbers and their
LCM = L and HCF = H then
a × b = L × H
*********************************************
Now ,
Let a = 18 ,
b = ?
L = 90 ,
H = 9 ;
18 × b = 90 × 9
b = ( 90 × 9 )/18
b = 5 × 9
b = 45
Therefore ,
Required second number = b = 45
I hope this helps you.
: )
Answered by
116
Heya !!!
HCF of two numbers = 9
LCM of two numbers = 90
And,
One number = 18
As we know that,
One number × Other Number = HCF × LCM
18 × Other Number = 9 × 90
Other Number = 9 × 90/18
Other Number = 45
★ HOPE IT WILL HELP YOU ★
HCF of two numbers = 9
LCM of two numbers = 90
And,
One number = 18
As we know that,
One number × Other Number = HCF × LCM
18 × Other Number = 9 × 90
Other Number = 9 × 90/18
Other Number = 45
★ HOPE IT WILL HELP YOU ★
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