Question

Rae Jay come here

Answer 1

yay

Answer 2

http://prntscr.com/b79xa1

Answer 3

this be an example lets look at the unit circle

Answer 4

take a look at the last page of the cheat sheet, the unit circle

Answer 5

oui. that will come in handy.

Answer 6

why the -1?

Answer 7

then find \(\pi\) on the unit circle
the circumference of the unit circle is \(2\pi\)
half the circumference is therefor \(\pi\)

Answer 8

better picture on the cheat sheet

Answer 9

http://prntscr.com/b79yaj

Answer 10

yeah you got a cheat sheet too
yours says some dumb stuff, but you can use it

Answer 11

What do you mean "dumb stuff"? -_-

Answer 12

so what is \(\pi\) in this context?
two things
a) the arc length
b) the angle
they are the same since on the unit circle the arc length is the angle

Answer 13

lets forget about the dumb stuff your cheat sheet says, i will rant later

Answer 14

now don't forget this is the UNIT circle
circle with center \((0,0)\) and radius 1

Answer 15

rant in pm. dont judge my picture. he was nice to me for hw .-.

Answer 16

Ok. so 180=pi

Answer 17

why \((1,0)\)?
because the radius of the circle is 1
and the center is \((0,0)\) so you have gone one unit to the right, and have not gone up or down at all
just the regular old rectangular coordinate \((1,0)\)

Answer 18

cos=x and x=-1 ouiiiiii

Answer 19

now can you figure out where the \((-1,0)\) comes from on the left?