Number of ways of factorizing 91,000 into two factors m and n, such that m > 1, n > 1and gcd(m,n) = 1 is ___.

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Solution

The correct answer is 7. Check the video for the approach.

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Factorize m(m-1)-n(n-1)

If m and n are whole numbers such that n>1 and m $^{n}$ = 121, then the value of (m - 1) $^{n + 1}$ is :

Find the values of m and n in polynomial 2x³+MX²+nx-14 such that x-1and x+2 are it's factors

n + 1

m (m > 100) .

400 %

m

n

m^{n} = 121

(m - 1)^{n + 1}

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