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Adjoint of a Matrix

Suppose that ...

Question

Suppose that $P = 2^{m}$ and $Q = 3^{n}$ Which of the following is equal to $12^{m, n}$ for every pair of of integers (m, n) ?

P Q

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P Q^{2}

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P^{3} Q

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P^{2} Q

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Solution

The correct option is C $P^{2} Q$
$12^{m n} = 2^{2 m} \times 3^{n} = P^{2} Q$

Suggest Corrections

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Mark the correct option:

The value of (3^m)ⁿ, for every pair of integers (m, n), is

A. 3^m+n

B. 3^mn

D. 3^m + 3ⁿ

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