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What does C represent in this equation 9c^9+25=-92 what does c equal

User Babl
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1 Answer

5 votes

Answer:

c=-1.3298

Explanation:

Given the equation:


9c^9+25=-92

We want to solve for c.

First, subtract 25 from both sides of the equation:


\begin{gathered} 9c^9+25-25=-92-25 \\ 9c^9=-117 \end{gathered}

Next, divide both sides by 9.


\begin{gathered} (9c^9)/(9)=-(117)/(9) \\ c^9=-13 \end{gathered}

Take the 9th root of both sides:


\begin{gathered} \sqrt[9]{c^9}=\sqrt[9]{-13} \\ c=\sqrt[9]{-13} \\ \implies c=-\sqrt[9]{13} \\ \implies c\approx-1.3298 \end{gathered}

The value of c is approximately equal to -1.3298.

User Sathish Kotha
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