Triangle Trig.
Unit Circle Trig.
Polynomials
Sequences and Series
Miscellaneous
Final Jeopardy
100
Solve for x
3sqrt3=5.20
100
What is 690 degrees in radians?
(23pi)/6
100
Why is the following not a polynomial?
It is being divided by x, thus there is an asymptote at x = 0
100
Greg and Scott are picking up trash for money and have agreed to the plan of getting 10 cents for the first piece and then an increase of one cent for each additional piece. What is the rule for this sequence?
t(n) = 10 + 1(n - 1) or t(n) = 0.10 + 0.01(n - 1)
100
What was one game that we played outside?
Name Ball
Question Ball
100
What types of series converge? What types of series diverge?
Geometric series that slowly approach 0 converge.
Arithmetic series always diverge and so do geometric series that approach positive or negative infinity.
200
Find the distance from A to B.
~33 meters
200
What are the approximate coordinates of P:
(0.83, 0.56)
200
Sketch a polynomial that has 5 real roots and 2 complex roots.
200
Find the sum of:
672
200
What was the game that was cheated on the video when we were looking at circular motion?
Pokemon Go
300
~13 mi
300
Where is
cos(theta)=-sqrt2/2
(3pi)/4 or (5pi)/4
300
Simplify:
15 + 9i
300
-3 + 6 + -12 + ... + -768
Find the sum of the series above.
-513
300
What is my first name?
James
400
Find the missing angle
~18.2 degrees
400
What is the amplitude, period, and midline?
A = 2, period = 2pi, K = -3
400
What is the equation of: 
y=4(x-2)(x+3)^2
400
A hiker decides to spend his days walking around the countryside. On the first day he walks 40 miles, but on the following days he finds he cannot keep up that pace. On average he travels 90% of the previous day. If he can walk forever, how far will he go?
400 miles
400
Name all the students that were in this class to start
Sofia, Brian, Ezgi, Audrey, Adam, Ricky, Isaac, Hunahpu, Max, Nathaly
500
Find the roots of
x^2-8x+17
4 + i and 4 - i
500
How old is my grandma?
95 years old
600
Use the box to solve 
(x^3+4x^2-7x-10)div(x+1)
x^2+3x-10