Convert the radian measure to degrees. (round to the nearest hundredth when necessary): 7π3 a. 74.3 b. 210 c. 420 d. 0.743

Respuesta :

Correct option is C. Radian measure of 7π³ = 420 degrees

What is Radian?

Firstly, the radian is a unit for measuring the angles that we mainly use in the trigonometry. We use it instead of the degrees. Whereas a full sphere or a circle is of 360 degrees, a full sphere or a circle is just above six radians.

The radian is most usually represents itself by the symbol rad. Its alternative symbol is C.

  • The full angle is 2 pie radians and therefore it is 360 degree.
  • A right angle is pie/2 radians.
  • A straight angle is pie radians.

1 radian = (180π)°

Step 1 : To convert radians to degrees, multiply the given radian by 180/pi

7 pi/3 x 180/pi

Step 2 : Cancel pi

7/3 x 180

= 420 degrees

To learn more about radian measurement from the given link

https://brainly.com/question/12905128

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