Simplify the expression 4/(5h^2-15h)(5h^3-20h^215h)/(5h-4)

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 Exercise

$\frac{4}{5h^2-15h}.\frac{5h^3-20h^2+15h}{5h-4}$

 Step-by-step Solution

 

Multiplying fractions $\frac{4}{5h^2-15h} \times \frac{5h^3-20h^2+15h}{5h-4}$

$\frac{4\left(5h^3-20h^2+15h\right)}{\left(5h^2-15h\right)\left(5h-4\right)}$

Final answer to the exercise  

$\frac{4\left(5h^3-20h^2+15h\right)}{\left(5h^2-15h\right)\left(5h-4\right)}$

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 Exercise

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Final answer to the exercise  

 Main Topic: Equivalent Expressions

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 Exercise

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 Final answer to the exercise  

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 Main Topic: Equivalent Expressions

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Final answer to the exercise  