Angles to Radians (& back!)
Polar Coordinates
Conics
Trig Identities
Unit Circle
100

Convert 360 degrees into radians.

100

Convert (2,π ) into rectangular coordinates.

(-2,0)

100

Find the radius of a circle with the equation

(x+30)2+(y+20)2=1600

40

100

sec

1/cos

100

(1,0)

0

200

Convert π/4 into degrees.

45

200

Find one other polar representation of (-3, 2π /3)

One of the following:

(-3,-4π /3), (3,-π /3), (3,5π /3)

200

Write the equation of an ellipse with a vertex at (0,4) and a minor axis of 4 units.

(x2/4)+(y2/16)=1

200

1-sin2

cos2

200

(-1,0)

π

300

Convert 150 degrees into radians.

5π/6

300

Convert (-3, 3π/2) into rectangular coordinates.

(0,-3)

300

How many units are the major and minor axes of an ellipse with the equation:

((x-2)2/25)+((y+4)2/9)=1

Horizontal major axis of 10 units, vertical minor axis of 6.

300

tan

sin/cos

300

sin(π)

0

400

Convert 4π/3 into degrees.

240

400

Convert (3,-√ 3) into polar coordinates.

(2√ 3, 11π/6) or (2√ 3, -π /6)

400

Write the equation of a hyperbola with foci at (-4,2) and (2,2) while a=2.

((x+1)2/4)-((y-2)2/5)=1

400

sec2-1

tan

400

tan(7π/4) 

-1

500

Convert 11π/6 into degrees.

330

500

Write 3 other polar representations of (3, π /4).

(3,9π /4), (-3,5π /4), (-3, -3π /4)

500

Write the type of directrix and direction of opening of a parabola with the equation:

x=(-1/8)y2

Opens to the left with a vertical directrix.

500

cot2+1

csc2

500

cos(π/4)

√2/2