Let `N = ab` be a two digit number (where `b != 0)` which is divisible by both a and b, then

Find the two-digit number (having different digits),which is divisible by 5.

If a679b is a five digit number that is divisible by 72. determine a and b.

If abc is a three digit number, then the number abc - a - b - c is divisible by

What are the values of the digits a and b respectively,in the number a5523879b, if it is divisible by both a and b is

Find a and b so that the following odd number is divisible by both 3 and 5.8ab4b.

A three digit number 3a5 is added to another 3-digit number 933 to give a 4-digit number 12b8, which is divisible-by 11. Then, find the value of a+b ?