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Writing a Number as a Product of Its Primes

find the numb...

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find the number of ways in which N=2^43^35^27^3 can be written as product of two factors which co-primes to each othe

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n = p_{1}^{α_{1}}, p_{2}^{α_{2}}, p_{3}^{α_{3}} . . . p_{k}^{α_{k}}

p_{1}, p_{2}, . . . p_{k}

α_{1}, α_{2}, α_{3} . . ., α_{k} ϵ N)

then find the number of ways in which

n

can be expressed as the product of two factors which are prime to one another.

Q. The number of ways in which the number 27720 can be split into two factors which are co-prime

Q. Find the number of ways in which the number 94864 can be resolved as a product of two factors.

Q. Find the number of ways in which the number

300300

can be split into two factors which are relatively prime

Q. In how many ways can

2304

be written as product of two different factors?

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Writing a Number as a Product of Its Primes

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