What is expand (150(5j+16))/(j(24j^2+263j+576)) ?

The solution to expand (150(5j+16))/(j(24j^2+263j+576)) is (750j+2400)/(24j^3+263j^2+576j)

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expand (150(5j+16))/(j(24j^2+263j+576))

expand

\frac{150 ( 5 j + 16 )}{j ( 24 j ^{2} + 263 j + 576 )}

\frac{750 j + 2400}{24 j ^{3} + 263 j ^{2} + 576 j}

Solution steps

\frac{150 ( 5 j + 16 )}{j ( 24 j ^{2} + 263 j + 576 )}

Expand

j (24 j^{2} + 263 j + 576) : 24 j^{3} + 263 j^{2} + 576 j

= \frac{150 ( 5 j + 16 )}{24 j ^{3} + 263 j ^{2} + 576 j}

Expand

150 (5 j + 16) : 750 j + 2400

= \frac{750 j + 2400}{24 j ^{3} + 263 j ^{2} + 576 j}

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\frac{1000 ( 10 s + 1 )}{s ^{3} + 147 s ^{2} + 3290 s + 6000}

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\frac{e ^{x}}{( x - 2 ) ^{3}}

What is expand (150(5j+16))/(j(24j^2+263j+576)) ?
The solution to expand (150(5j+16))/(j(24j^2+263j+576)) is (750j+2400)/(24j^3+263j^2+576j)