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What is 4pi in degrees?

1 Answer

Mar 16, 2018

$4 π^{c}$ $4pi^c$ $= 720^{o}$ $=720 ^ o$

Explanation:

To covert radians into degrees, you multiply it with $\frac{180}{π}$ $180/pi$ .
So, $4 π^{c}$ $4pi^c$

$= {(4 π \times \frac{180}{π})}^{0}$ $=(4pi xx 180/pi)^0$

$=(4cancelpi xx180/cancelpi)^0$

$=(4xx180)^0$

$=720 ^ o$

Hope this helps :)

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