Trig Equation Solving
Trig Laws
Trig Graphing
Misc. Trig
100

0=sin(x)-π/6

.55 and 2.59 (+ or -  2π)

100

In Law of Sines what is the Ambiguous case

SSA

100

Find eq

see graphing 100

y=5sin(x)

100

y = x

1 = cos(theta) / sin(theta)

200

5=cos(π(x))+4

0 and 2  ( + or - 2)

200

See picture 1

Is B less than or greater than 50o

Less than because 3>7

200

Find the graph

y=-2cos(x-(pi/2))+6

see graphing 200

200

y = (3x - 12 ) ^ 2

sin(theta) / 72 cos(theta) - 144 / 9 cos^2(theta) = r 

300

3/2=2cos(4(1+x))+3

-.395 and -.035 (+ or - π/2)

300

Use law of sines to solve for B

See Picture 2

22.69o

300

Find the eq:

see graphing 300

4sec(pi/2(x-4))-4

300

2 + y = -4x - 11 / 6 

23 + 6 sin(theta) / 4 cos(theta)  = r 

400

1/2=3sec(π/2(x))+5

1.46 and 2.54  (+ or - 4)

400

Solve for b

see picture 3

b=3.0064

400

Find graph:

y=-tan(pi/4(x-5))+3

see graphing 400

400

r = 8 / 7 r cos(theta) - 4 r sin(theta)

7x - 4y = 8

500

5/3=π/6cot(3/2(π/4+x))+7/2

-.97 and -3.07  (+ or - 2π/3)

500

solve the triangle (round to nearest hundredth and DMS)

See picture 4

a=3.68

B=43o12'58.955"

C=106o31'57.634"

500

Find the polar eq, then graph

y=7x+4

See graphing 500

500

r = sqrt12 / 8 sec(theta)

x^2 + y^2 = x sqrt12 / 8