. The number of times 99 is subtracted from 1111 so that remainder is less than 99 is

The number of times 99 is subtracted from 1111 so that the remainder is less than 99 is 10 (b) 11 (c) 12 (d) 13

The number of zeroes in 99! is

The set of prime numbers less than 99 is :

The smallest number which must be subtracted from 8112 to make it exactly divisible by 99 is 91 (b) 92 (c) 93 (d) 95

When a number is subtracted from 8 less than three times the number, the result is 142. What is the number?

What least number must be subtracted from each of the numbers 7 , 17 and 47 so that the remainders are in continued proportion ?

What least number must be subtracted from each of the numbers 14, 17, 34 and 42 so that the remainders may be proportional ?

When the number 3^(99) is divided by 4, the remainder is

If 5^(99) is divided by 13, the remainder is