What is expand (0.9s)/((s-0.1)(x+0.2)) ?

The solution to expand (0.9s)/((s-0.1)(x+0.2)) is (0.9s)/(sx+0.2s-0.1x-0.02)

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expand (0.9s)/((s-0.1)(x+0.2))

expand

\frac{0.9 s}{( s - 0.1 ) ( x + 0.2 )}

\frac{0.9 s}{s x + 0.2 s - 0.1 x - 0.02}

Solution steps

\frac{0.9 s}{( s - 0.1 ) ( x + 0.2 )}

Expand

(s - 0.1) (x + 0.2) : s x + 0.2 s - 0.1 x - 0.02

= \frac{0.9 s}{s x + 0.2 s - 0.1 x - 0.02}

(e^{a} + e^{b}) \cdot e^{a}

(- 0.8) (- 1.8) (- 2.6)

ln (6) (e - 3)

- \frac{s - 2}{s ^{3} ( s + 6 )}

8 π (\frac{π}{4} - \frac{1}{2})

What is expand (0.9s)/((s-0.1)(x+0.2)) ?
The solution to expand (0.9s)/((s-0.1)(x+0.2)) is (0.9s)/(sx+0.2s-0.1x-0.02)