Coterminal Angles and Quadrants
Trig Ratios and the Pythagorean Theorem
Converting Between Radians and Degrees
Unit Circle Trig Ratios
Trig Identities
100

Give a positive coterminal angle for π/4

9π/4, 17π/4, ...

100

Find the sine of A in the triangle on the board.

1/2

100

What is π/3 in degrees?

60˚

100

Evaluate sin( π/4 )

sqrt(2)/2

100

What is sin2x + cos2x equivalent to?

1

200

Find a positive coterminal angle for -π/2

3π/2, 7π/2, ...

200

Find the sine of B in the triangle on the board.

sqrt(3)/2

200

What is 5π/4 in degrees?

225˚

200

Evaluate cos (11π/6)

sqrt(3)/2

200

What is 1 - cot2x equivalent to?

csc2x

300

Find a negative coterminal angle for 89π/17

-13π/17 , -47π/17, ...

300

Find the tangent of A in the triangle on the board.

1/sqrt(3) = sqrt(3)/3

300

What is 57π/60 in degrees?

171˚

300

Evaluate tan (3π / 4)

-1

300

What is (sec x)(cot x)(csc x) equivalent to?

csc2x

400

In what quadrant is the angle 103π/15 located?

QII (coterminal to 13π/15)

400

Find the secant of B in the triangle on the board.

2

400

What is 390˚ in radians (as a fraction in simplest form)?

13π/6

400

Evaluate sec (4π/3)

-2

400

What is (1 - sin2x)/(csc2x - 1) equivalent to?

sin2x

500

In what quadrant is the angle 9 located?

Q II (There are ~6.28 radians in a complete circle, so 9 radians is QII)

500

Find the cosecant of B in the triangle on the board.

2/sqrt(3) = 2sqrt(3)/3

500

What is 204˚ in radians (as a fraction in simplest form)?

17π/15

500

Evaluate csc (π)

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500

What is (csc x + cot x)/(1 + cos x) equivalent to?

csc x

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