Simplifying Expressions
Trig equations - simple isolation
TRig eqns - factoring
Trig eqns - identities
100

cot x(secx - cosx)

sinx

100

-2 - 3sinx = 1 - 6sinx   (0, 2pi]

pi/2

100

2sin2x = 1 - sinx     [pi/2, 2pi]

5pi/6, 3pi/2

100

cosx - 5 = -4 - sinx    [pi/2, 3pi/2]

pi/2

200

cotx/(cscx - sinx)

secx

200

5 - 2cotx = 4 - 3cotx    [pi, 2pi]

4pi/3

200

tan4x - 1 = 0   [pi/2, 3pi/2]

3pi/4, 5pi/4

200

3sin2x - sinx - 2 = -cos2x   [3pi/2, 2pi]

11pi/6

300

secx - cosx/secx

sin2x

300

4 - tan2x = 7 - 2tan2x   [pi, 3pi/2]

5pi/6

300

4cos3x +3 = 4cos2x + 3cosx   [3pi/2, 2pi]

11pi/6

300

tan2x + 3 = 3secx   [0, pi]

0, pi/3

400

csc2x + sin2xsec2x

cot2x

400

cos2x - 3 = -2 - cos2x     [3pi/2, 2pi]

7pi/4

400

tan3x - 2tanx = tanx       [pi, 3pi/2]

pi, 4pi/3

400

sin2x = cosx + cos2x      [0, pi]

pi/3, pi

500

(sinxcot2x)/(1 + sinx) + 1

cscx

500

3cot2x - 1 = 11 - cot2x       [0,pi/2]

pi/6

500

3sec2x(cscx) = 4cscx   [pi, 3pi/2]

7pi/6

500

3csc2x - 4cot2x = 0     [pi, 2pi]

7pi/6, 11pi/6