Radians or Degrees
Arc Length
Right Triangle Trig
Unit Circle
Angles!
Trig Graphs
100

Radians -> Degrees

2pi

360°

100

Find the circumference of the circle in terms of pi:

22pi

100

Find the marked angle in degrees:

45°

100

Evaluate:

sin(45°) =

sqrt2/2

100

Give a coterminal angle for 5° between 720° and 1080°.

725°

100

Give the equation of the cos function with:

Amplitude: 2 

Period: 2π

Phase shift: None

Vertical shift: None

y = 2cos(theta)

200

Radians -> Degrees

(11pi)/6

330°

200

Find the length of the bolded arc to the nearest tenth:

60.5 ft

200

Find the marked angle in degrees:

50°

200

Evaluate: 

cos(30°) =

sqrt3/2

200

What is it called when an angle on the coordinate plane has an initial side ray on the positive x-axis?

Standard Position

200

Give the equation of the sin function with:

Amplitude: 3 

Period: 2π

Phase shift: Right by 5π/6

Vertical shift: None

y = 3sin(theta - (5pi)/6)

300

Degrees -> Radians

600°

(10pi)/3

300

Find the length of the bolded arc to the nearest tenth:

75.4 ft

300

Find the missing side length to the nearest tenth:

4.6

300

Evaluate: 

csc(-45°) =

-sqrt2

300

Give the reference angle for an angle in standard position of measure -365°.

5°.

300

Give the equation of the sin function with:

Amplitude: 2

Period: 2π/3

Phase shift: Left by π/6

Vertical shift: Up 2

y = 2sin(-3theta - pi/2) + 2

400

Degrees -> Radians

-945°

(-21pi)/4

400

49.5 ft

400

Which trig function is equal to the adjacent side divided by the opposite side?

Cotangent

cot(x) = adj/opp

400

Evaluate: 

cot(225°) =

1

400

Give a reference angle in radians for the angle in standard position with a measure of 11π /6.

π/6.

400

What is the typical period of the tangent function?

pi

500

Radians -> Degrees

(-41pi)/12

-615°

500

Find the central angle measurement which defines an arc of length 61.3 ft on a circle with circumference of 26π.

270°

500

Solve for each missing part of the triangle and round to the nearest tenth when necessary:

500

Evaluate: 

tan(570°) =

sqrt3/3

500

How many COMPLETE "swooshes" around our graph is there for an angle of 14,945°?

41 swooshes

500
Nice ambition! Here's a freebie:


What is the mnemonic device for remembering Right Triangle Trig Relationships?

SOH CAH TOA