Respuesta :
Given Radians = [tex] \frac{3\pi}{8} [/tex]
It says to convert Radians into Degrees. We know the conversion formula is given by :-
1 Radian = [tex] \frac{180}{\pi} Degrees [/tex]
[tex] \frac{3\pi}{8} Radians\;=\;(\frac{3\pi}{8})(\frac{180}{\pi}) =\frac{135}{2} Degrees\;=\;67.5 [/tex]
So final answer is 68°.
To convert from radians to degree, we use the conversion factor below
1rad × 180/π = 57.296°
67.5 degrees
Given data
Angle in radians = 3π/8
We know that to convert from radians to degrees, you simply have to multiply the radian value by 180/π.
Hence we have
=3π/8*180/π
=3*180/8
=540/8
=67.5 degrees
Learn more about radians to degrees conversion here:
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