The $\mathrm{LCM}$ of two numbers is $864$ and their $\mathrm{HCF}$ is $144$. If one of the number is $288$, the other number is:

What will be the HCF of $\frac{2}{3}, \frac{8}{9}$ and $\frac{64}{81}$?

Find the HCF of 3, 7 and 15. 

(A) 7 

(B) 15 

(C) 3 

(D) 1 

The LCM of two numbers is $210$. If their HCF is $35$ and one of the numbers is $105$, find the other number:

Find the ratio of the LCM and the HCF of 5, 25 and 30. 

(A) 1 : 6 

(B) 30 : 1 

(C) 1 : 30 

(D) 6 : 1 

A natural number when divided by $5,6,7$, and $8$ leaves the remainder $4$ in each case. What will be the second number when these numbers are presented in ascending order?

Find the G.C.F and L.C.M of $20$and $28$.

1. $20, 280$
2. $5, 280$
3. $10, 140$
4. $4, 140$