[9.13," The number of divisors of "9600" including "1" and "9600" are ",(3)48,(4)46],[(1)60,(2)58,(3)48]

The number of divisions of 9600 , including 1 and 9600 are

The number of divisions of 9600 , including 1 and 9600 are

The sum of the divisors of 9600 is

The sum of the divisors of 9600 is

The number of even divisors of 10800 is (a) 16 (c) 36 (b) 31 (d) 48

The number of even divisors of 10800 is (a) 16 (c) 36 (b) 31 (d) 48

Let d(n) denotes the number of divisors of n including 1 and itself. Then d(225), d(1125) and d(640) are

Let d (n) denote the number of divisors of n including 1 and itself . Then d (225), d(1125) and d (640) are -

The number of positive divisors of 2 ^6 3^5 7^4 is equal to

The number of all positive divisors of 2 ^5 , 3^4 , 5^3 is