Degrees to Radians
Radians to Degrees
Sine and Cosine
30-60-90
45-45-90
100

300

5π/3

100

π/6

30

100

sin (30)

1/2

100
Find the hypotenuse of this triangle, if the side opposite the 30 degree angle is 10.
20
100
Find the hypotenuse, if the length of a leg is 5.
5√2
200

45

π/4

200

2π/3

120

200

cos(π/2)

0

200
Find the side opposite the 60 degree angle, if the hypotenuse is 12.
6√3
200
Find the length of a leg, if the hypotenuse is 8.
4√2
300

270

3π/2

300

540

300

sin(5π/4)

-√2/2

300

Find the side opposite the 30 degree angle, if the side opposite the 60 degree angle is 6.

2√3

300

Find the length of a leg, if the hypotenuse has length 3.

(3√2)/2

400

315

7π/4

400

5π/6

150

400

cos(3π)

-1

400
Find the ratio of the side lengths of the 30:60:90 triangle.
1:√3:2
400
Find the ratio of the side lengths of the 45:45:90 triangle.
1:1:√2
500

450

5π/2

500

3.5π

630

500

For what angles (in radians) between 0 and 2π  does the cosine equal 1/2?  

π/3 and 5π/3

500

How did you label your Unit Circle and what does this abbreviation stand for.

TBF - temporary best friend

500

Where on your formula sheet is the Unit Circle?

Nowhere - you have to study it and use it and remember it.  Awesome!