if LCM of two numbers is 290 and their product is 7250,Find GCD of the numbers. with formula no direct answer
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Answered by
3
Given LCM of two numbers = 290.
And the product of the numbers = 7250
We know that
Product of HCF nad LCM = Product of the numbers
= LCM × HCF = 7250
= 290 × HCF = 7250
= HCF = 7250/290
= HCF = 25
And the product of the numbers = 7250
We know that
Product of HCF nad LCM = Product of the numbers
= LCM × HCF = 7250
= 290 × HCF = 7250
= HCF = 7250/290
= HCF = 25
Answered by
1
As we hcf * lcm = product of number ...
We are given lcm and prod of no.s ...
And gcd is the second name of hcf ...
By applying the formula , we get
Hcf= prod of numbers/lcm
= 7250/290
=25 ...
Hence your gcd is 25
We are given lcm and prod of no.s ...
And gcd is the second name of hcf ...
By applying the formula , we get
Hcf= prod of numbers/lcm
= 7250/290
=25 ...
Hence your gcd is 25
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