10.1-10.3
10.4-10.7
11.1-11.3
11.4-11.5
11.7-11.8
100

convert 45.49 degrees to the DMS system

what is 45 degrees, 29 minutes, 24 seconds

100

write cos(2θ)cos(6θ) as a sum

1/2(cos(4θ)+cos(8θ))

100

2.25+1.75cos(πt) Estimate the height of the yo-yo at t=3.25 seconds. label your answer

what is 1.0 feet?

100

polar coordinates use what calc mode?

what is radian?

100

IM(z)= what?

what is bi

200

how many radians are in a circle

what is 6?

200

write sin(2θ)-sin(7θ) as a product

what is -2sin(5θ/2)cos(9θ/2)?

200

α=80° β=32° c=5.75. Solve γ,A and B

γ=68°, a=6.11, b=3.29

200

convert to rectangular coordinates for (-4,π/4)

what is (-2√2,-2√2)?

200

what does the Re(z) equal in the equation z=3i

what is zero?

300

what are all the possible values of cos(θ)=0

what is π/2+kπ AND 3π/2+kπ

300

what is the formula for finding the baseline?

what is (max y +min y)/2

300

α=30°, a=1, c=4. Solve

what is Does Not Exist?

300

x2+(y-2)2 convert to polar coordinates

r=0 and r=4sinθ

300

find polar representation: z=-(3/2)+(3√3/2i)

what is 3(cos2π/3+Isin2π/3)?

400

find all 6 trig functions with a hypotenuse of 13, opposite side of 5 and an adjacent side of 12

sin(θ)=5/13, cos(θ)=12/13, tan(θ)=5/12, csc(θ)=13/5, sec(θ)=13/12, cot(θ)=12/5

400

what is the tan(θ) domain and range

domain:(-π/2,π/2) and range is (-∞,∞)

400

formula to find cos(α)

what is (b2+c2-a2)/2bc

400

what king of graph is r=a+or-b*sin(nθ)

limacon

400

→v=(1/5,2/5) and →w=(3,-4)

→v+→w and if it´s a vector or a scalar

what is <16/5,-18/5>?

500

cos(60°) equals what?

what is 1/2?

500

simplify the algebraic expression: 2πk+π

already simplified

500

find the area of the triangle using heron´s formula

a=4,b=5 and c=6

what is 9.92u2

500

find the exact polar coordinates of the points of intersection of r=4sin(2θ) and r=24

(-2,7π/12),(-2,19π/12),(-2,11π/12),(-2,23π/12)

500

consider the vector →a=<-9.26,14.26> and vector →b, which has the length of 20 and makes an angle of 320 degrees with the positive x-axis when drawn in standard position. determine the length of the vector →v=→a+→b, and the angle θ that →v makes with the positive x-axis. Round approximations to the nearest thousandth.

<6.06,1.41> and about 13.1 degrees