What is (43.3333)/((s+33.33333)s) ?

The solution to (43.3333)/((s+33.33333)s) is (433333)/(10000s(s+33.33333))

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simplify (43.3333)/((s+33.33333)s)

simplify

\frac{43.3333}{( s + 33.33333 ) s}

\frac{433333}{10000 s ( s + 33.33333 )}

Solution steps

\frac{43.3333}{( s + 33.33333 ) s}

Simplify

\frac{43.3333}{( s + 33.33333 ) s} : \frac{433333}{10000 ( s + 33.33333 ) s}

= \frac{433333}{10000 ( s + 33.33333 ) s}

= \frac{433333}{10000 s ( s + 33.33333 )}

\frac{( x ^{3} + 2 x ^{2} + 5 x - 4 )}{( x ^{2} - 1 ) se}

((e^{5 (e^{t} - 1)}))^{365}

(\frac{x + 5}{2})^{2}

(e^{s t} + e^{- s t}) \cdot (e^{s x t} + e^{- s x t})

(e^{j t} + e^{- j t})^{3}

What is (43.3333)/((s+33.33333)s) ?
The solution to (43.3333)/((s+33.33333)s) is (433333)/(10000s(s+33.33333))