What is (sqrt(z))/(sqrt(z)+6) ?

The solution to (sqrt(z))/(sqrt(z)+6) is (sqrt(z)(sqrt(z)-6))/(z-36)

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simplify (sqrt(z))/(sqrt(z)+6)

simplify

\frac{z}{z + 6}

\frac{z ( z - 6 )}{z - 36}

Solution steps

\frac{z}{z + 6}

Multiply by the conjugate

\frac{z - 6}{z - 6}

= \frac{z ( z - 6 )}{( z + 6 ) ( z - 6 )}

(z + 6) (z - 6) = z - 36

= \frac{z ( z - 6 )}{z - 36}

\frac{x ^{0}}{x ^{- 2}}

\frac{3 x}{9}

\frac{6 2 a - 6 a 6}{32 a}

- 20 \times 4

\frac{75}{200}

What is (sqrt(z))/(sqrt(z)+6) ?
The solution to (sqrt(z))/(sqrt(z)+6) is (sqrt(z)(sqrt(z)-6))/(z-36)