What is R/(R+sL+\frac{1){sC}+A} ?

The solution to R/(R+sL+\frac{1){sC}+A} is (RsC)/(RsC+Ls^2C+AsC+1)

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simplify R/(R+sL+\frac{1){sC}+A}

simplify

\frac{R}{R + s L + \frac{1}{s C} + A}

\frac{R s C}{R s C + L s ^{2} C + A s C + 1}

Solution steps

\frac{R}{R + s L + \frac{1}{s C} + A}

Join

R + s L + \frac{1}{s C} + A : \frac{R s C + L s ^{2} C + A s C + 1}{s C}

= \frac{R}{\frac{R s C + L s ^{2} C + A s C + 1}{s C}}

Apply the fraction rule:

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

= \frac{R s C}{R s C + L s ^{2} C + A s C + 1}

\frac{77}{7}

(21 + 56) (7 - 1)

1.0 2^{8}

1.7 3^{2}

What is R/(R+sL+\frac{1){sC}+A} ?
The solution to R/(R+sL+\frac{1){sC}+A} is (RsC)/(RsC+Ls^2C+AsC+1)