Factoring Quadratics
Solving Quadratics
Evaluating Trig
Solving Trig Equations
Misc Trig
100

Factor:

x2+7x+10

(x+2)(x+5)

100

Solve for x:

x2-25=0

x=5 and x=-5

100

sin(30o)=

1/2

100

Solve for θ on the interval [0,2𝞹)

sin(θ)=1/2

θ=𝞹/6 and θ=5𝞹/6

100

Factor:

sin2x+10sinx+24

(sinx+6)(sinx+4)

200

Factor:

3x2-33x+90

3(x-5)(x-6)

200

Solve for x:

x2+9x+20=0

x=-5 and x=-4

200

cos(7𝞹/6)=

-√3/2

200

Solve for θ on the interval [0,2𝞹)

cos(θ)=-1/2

θ=2𝞹/3 and θ=4𝞹/3

200

The point (2, -5) lies on the terminal side of θ. What is sin(θ)?

sin(θ)= -5/√29

300

Factor:

16x2-81

(4x+9)(4x-9)

300

Solve for x:

x2+3x-28=x-4

x=4 and x=-6

300

tan(7𝞹/4)=

-1

300

Solve for θ on the interval [0,2𝞹)

tan(θ)=1

θ=𝞹/4 and θ=5𝞹/4

300

If sin(θ)<0 and tan(θ)>0, then θ is in Quadrant ____.

Quadrant III

400

Factor:

3x2-10x+8

(3x-4)(x-2)

400

Solve for x:

25x2-64=0

x=8/5 and x=-8/5

400

cos(3𝞹/2)=

0

400

Solve for θ on the interval [0,2𝞹)

sin(θ)=0

θ=0 and θ=𝞹

400

If sin(θ)=3/5 and cos(θ)<0, then what is tan(θ)?

tan(θ)= - 3/4

500

Factor:

4x3+x2-36x-9

(x-3)(x+3)(4x+1)

500

Solve for x:

x3-3x2-18x=0

x=0, x=-3, and x=6

500

tan(𝞹/2)=

Undefined

500

Solve for θ on the interval [0,2𝞹)

tan(θ)=undefined

θ=𝞹/2 and θ=3𝞹/2

500

If tan(θ)=5/8 and cos(θ)<0, then what is sin(θ)?

sin(θ)= -5/√89

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