If `n` is a natural number and `n= p_1^(x_1) p_2^(x_2)p_3^(x_3)` , where `p_1, p_2 , p_3` are distinct prime factors, t

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Q 1649701613.     If `n` is a natural number and `n= p_1^(x_1) p_2^(x_2)p_3^(x_3)` , where
`p_1, p_2 , p_3` are distinct prime factors, then the
number of prime factors for `n` is
CDS 2015 Paper-1
A

`x_1+x_2+x_3`

B

`x_1x_2x_3`

C

`(x_1 +1)(x_2 +1)(x_3 + 1)`

D

None of these

HINT


Solution
(Provided By a Student and Checked/Corrected by EXXAMM.com Team)

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