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How do you turn 330 degree into radians?

1 Answer

José Roberto Pereira

Oct 19, 2015

$= \frac{33}{18} \cdot π$ $= 33/18*pi$ radians
or
$≅ 5.76 r a d i a n s$ $~=5.76 radians$

Explanation:

$360 d e g r e e s \Rightarrow 2 π$ $360 degrees => 2pi$
$330 d e g r e e s \Rightarrow x$ $330 degrees => x$

$x = \frac{330 \times 2 π}{360}$ $x=(330xx2pi)/360$

Simplifying:

$x = \frac{33 π}{18} r a d i a n s$ $x=(33pi)/18 radians$
or
$x ≅ 5.76 r a d i a n s$ $x~=5.76 radians$

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