Measure of $$ \overline{G B}: \left\lvert\, \frac{M}{n} ight. $$ in. Optional: Calculate using Trigonometric ratio $$ an (70.6)=\frac{94.7939}{x} $$

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Measure of $$ \overline{G B}: \left\lvert\, \frac{M}{n}ight. $$ in. Optional: Calculate using Trigonometric ratio $$ 	an (70.6)=\frac{94.7939}{x} $$

UpStudy AI · Accepted Answer

To find the measure of $$ \overline{GB} $$ using the trigonometric ratio $$ \tan(70.6) = \frac{94.7939}{x} $$, we can rearrange the equation to solve for $$ x $$.

Given:
$$ \tan(70.6) = \frac{94.7939}{x} $$

To find $$ x $$, we can rearrange the equation as follows:
$$ x = \frac{94.7939}{\tan(70.6)} $$

Now, we can calculate the value of $$ x $$ using the given trigonometric ratio.
The measure of $$ \overline{GB} $$ is approximately 8.156648 inches.
The measure of $$ \overline{GB} $$ is approximately 8.156648 inches.

Measure of in.
Optional: Calculate using Trigonometric ratio

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