Solve (m^2-m n) (n m m^2)

Evaluate

(m^{2} - mn) (nm \times m^{2})

Remove the parentheses

(m^{2} - mn) nm \times m^{2}

Multiply the terms with the same base by adding their exponents

(m^{2} - mn) n m^{1 + 2}

Add the numbers

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

Multiply the terms

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

Apply the distributive property

n m^{3} \times m^{2} - n m^{3} \times mn

Multiply the terms

More Steps

n m^{5} - n m^{3} \times mn

Solution

More Steps

n m^{5} - n^{2} m^{4}

Simplify the expression