MEDIUM
Earn 100

Find the and of the following pairs of integers and verify that product of the two numbers.
and
and
Important Questions on Less Common Multiple and Highest Common Factor
MEDIUM
Find HCF and LCM of and and verify that .

EASY
of two numbers is respectively, if , then the value of is:

EASY
If LCM of two numbers is , HCF of two numbers is and one number is , then find the other number.

EASY
If and are two positive integers, then the relation between their LCM and HCF will be:

EASY
The HCF of two numbers is and their LCM is times the HCF. If one of the numbers lies between and , then the sum of the digits of the other number is:

EASY
The of two numbers is and their product is . Find their .

MEDIUM
The HCF and LCM of the two numbers are and respectively. If one of the numbers is greater than the other, then find the smaller number.

EASY
Given that H.C.F.. Find L.C.M.

EASY
The product of H.C.F and L.C.M of two numbers is . If one of the numbers is , the H.C.F of the numbers is _____.

EASY
The ratio of two numbers is and their is Their is:

EASY
If and are any two positive integers, then is equal to

EASY
The LCM and the HCF of the numbers and are in the ratio:

EASY
Given that H.C.F. , find L.C.M. .

HARD
If L.C.M of two numbers is H.C.F of two numbers is and one number is , the other number is _____ .

EASY
If the product of two numbers is and their is , then find their

EASY
If the product of two numbers is and their is , then find their

EASY
Given that of two numbers is and their is . If one of the number is , find the other number.

MEDIUM
The HCF of two numbers is , and the other two factors of their LCM is and . The larger of the two numbers is:

EASY
The HCF and LCM of two numbers is and respectively. If one of the numbers is , then the other number is:

EASY
The LCM and HCF of two numbers are and respectively. If one of the numbers is then what is the second number?

