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Popular >

simplify (-m^3n^{-1})(m^{-2}n^2)

Solution

simplify

(- m^{3} n^{- 1}) (m^{- 2} n^{2})

Solution

- mn

Solution steps

(- m^{3} n^{- 1}) (m^{- 2} n^{2})

Apply rule:

(- a) = - a

(- m^{3} n^{- 1}) = - m^{3} n^{- 1}

= - m^{3} n^{- 1} m^{- 2} n^{2}

Simplify

m^{3} m^{- 2} : m

= - m n^{- 1} n^{2}

Simplify

n^{- 1} n^{2} : n

= - mn

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Frequently Asked Questions (FAQ)

What is (-m^3n^{-1})(m^{-2}n^2) ?
The solution to (-m^3n^{-1})(m^{-2}n^2) is -mn