If acosA + 3acosAsinA = m , asinA + 3acosAsinA = n , then (m+n) + (m-n) is equal to

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a^{m} a^{n} = a^{m n}

m (n - 2) + n (m - 2)

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(m + n)^{- 1} (m^{- 1} + n^{- 1}) = m^{x} n^{y};

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If m and n are positive integers greater than or equal to 2, m > n, then (mn)! is divisible by

A . P .

m

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n

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I_{n - m} = \int \frac{s i n^{n} x}{c o s^{m} x} d x

I_{n - m} + \frac{n -, 1}{m - 1} I_{n - 2, 2 - m}

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