Find the angle in degrees corresponding to $frac{7pi}{6}$ radians on the unit circle
Answer 1
Samuel Scott
To convert $\frac{7\pi}{6}$ radians to degrees, we use the conversion factor:
$ 180^{\circ} = \pi \text{ radians} $
Thus,
$ \frac{7\pi}{6} \times \frac{180^{\circ}}{\pi} = 210^{\circ} $
The angle in degrees is:
$ 210^{\circ} $
Answer 2
William King
To convert $frac{7pi}{6}$ radians to degrees, multiply by:
$ frac{180^{circ}}{pi} $
Thus,
$ frac{7pi}{6} imes frac{180^{circ}}{pi} = 210^{circ} $
Answer 3
Alex Thompson
To convert $frac{7pi}{6}$ radians to degrees, use:
$ 210^{circ} $
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