Question

express each angle measure degrees:
4.07rad

Answer 1

@terenzreignz

Answer 2

really? -_-
It's like you don't even learn Jake XD

Just multiply the radian measure by \(\LARGE \frac{180^o}{\pi}\approx57.2957795131\)
and you'll get the measure in degrees.

Answer 3

ahaahahah, sorry,, wrong given,, that was supposed to be for another question,,

Answer 4

Jake talaga oh

Answer 5

\[\frac{ 4\pi }{ 3 }\]

Answer 6

It's the same bloody thing, except there's no need for that approximation. Just multiply by \(\LARGE \frac{180^o}\pi\).
If you don't like it, just replace the \(\pi\) with 180, and then simplify.

Answer 7

should i just reciprocal 180/pi?

Answer 8

damn,, that was convert to mins

Answer 9

radians--> degrees, multiply \(\LARGE \frac{180^o}\pi\)


degrees--> radians, multiply \(\LARGE \frac\pi{180^o}\)

Answer 10

convert to minutes? D:

Answer 11

yup

Answer 12

To degrees first, what do you get?

Answer 13

uhm, pellet, someone's calling me be right back

Answer 14

pelleeeeeeeeeeeeeeeeeeeeeeets!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

Answer 15

pelleeeeeeeeeeeeeeets and stuff

Answer 16

ehh?

Answer 17

Convert the angle to degrees first.

Answer 18

i already got it,, no need to solve, :3 anyways i need to save time,

Answer 19

bleargh

Answer 20

how can i convert rad to degrees again,, i

Answer 21

read.
up.

Answer 22

example is 4.07 rad

Answer 23

bloody hell, that's on the top of this post :P

Answer 24

It's like the first thing I said here XD

Answer 25

Do you even listen *Jake*? XD

Answer 26

uhm,, in the equation 180/pi,, is there rad next to pi?

Answer 27

sure, why not.

Answer 28

oh,,why is there rad next to pi?

Answer 29

there doesn't really have to be, radians are pretty much real numbers.

Answer 30

unlike degrees, which are strictly angle measures.

Answer 31

oh

Answer 32

i get 233.2

Answer 33

acceptable.