What is (m/k-k)(2m-1) ?

The solution to (m/k-k)(2m-1) is ((-k^2+m)(2m-1))/k

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simplify (m/k-k)(2m-1)

simplify

(\frac{m}{k} - k) (2 m - 1)

\frac{( - k ^{2} + m ) ( 2 m - 1 )}{k}

Solution steps

(\frac{m}{k} - k) (2 m - 1)

Join

\frac{m}{k} - k : \frac{- k ^{2} + m}{k}

= \frac{- k ^{2} + m}{k} (2 m - 1)

Apply the fraction rule:

a \cdot \frac{b}{c} = \frac{a \cdot b}{c}

= \frac{( - k ^{2} + m ) ( 2 m - 1 )}{k}

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\frac{8 ( 12 - 24 c )}{35}