Question

aaa is a three digit number find all the factors or divisors​

Answer 1

Any number that has only 2 factors is a prime number. (The factors being 1 and the number itself)

Take any 3 digit prime number (say 101)

Now take the prime factorization of 101101 to find out the number of factors

101101=71∗111∗131∗1011101101=71∗111∗131∗1011

Therefore, the number of factors = (1+1)*(1+1)*(1+1)*(1+1) = 16

Answer 2

1,a,a^2,a^3 are the factors of aaa

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