Question

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Answer 1

Recall the following equivalence between radians and degrees:

$\pi\text{rad}=180º$

Since the given angle measure is in radians, multiply it by the following conversion factor to find its measure in degrees:

$\frac{180º}{\pi\text{rad}}$

Then:

$\frac{7\pi}{6}\times\frac{180º}{\pi}=210º$

Therefore, the equivalent measurement in degrees is:

$210$