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How do you simplify $(m^{3} n) (m n^{5})$ $(m^3n)(mn^5)$ ?

1 Answer

Dec 3, 2016

$m^{4} n^{6}$ $m^4n^6$

Explanation:

Multiply like terms using the rules for exponents:

$m^{3} \cdot m^{1} \cdot n \cdot n^{5}$ $m^3*m^1*n*n^5$

$m^{3 + 1} n^{1 + 5}$ $m^(3+1)n^(1+5)$

$m^{4} n^{6}$ $m^4n^6$

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