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(-3hk^(-6))/(-9h^(-7)j^(6)k^(0))

$\frac{-3 h k^{-6}}{-9 h^{-7} j^{6} k^{0}}$

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Find derivatives of using multiple formulae

Full solution

Q.

\frac{-3 h k^{-6}}{-9 h^{-7} j^{6} k^{0}}

Simplify Operations: Simplify the constants and variables separately. $\newline$ $(-3)/(-9) = 1/3$ , $\newline$ $h/h^{-7} = h^{1+7} = h^8$ , $\newline$ $k^{-6}/k^{0} = k^{-6}$ , $\newline$ $j^{6}$ remains as is in the denominator.
Combine Simplified Parts: Combine the simplified parts. $(\frac{1}{3}) \cdot h^8 \cdot k^{-6} / j^6$
Rewrite for Clarity: Rewrite $k^{-6}$ as $\frac{1}{k^6}$ for clarity. $\newline$ $\frac{1}{3} \cdot \frac{h^8}{k^6 \cdot j^6}$

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