Trigonometry
Unit Circle
Graphs
Formulas
Misc.
100
These specific Trigonometric ratios are defined as opposite over hypotenuse, adjacent over hypotenuse, and opposite over adjacent.
What is sine, cosine, and tangent.
100
The value of Cos(90∘).
What is 0
100
The parent function of y = ∣x + 1∣
What is the absolute value, y = ∣x∣
100
The formula would you use to solve an equation in the form ax2 + bx + c.
What is quadratic formula 
100
In the equation
y = D+Asin(Bx-C)
what is |A|
Amplitude
200
These trigonometric ratios are the reciprocals of sine,cosine,and tangent
What is cosecant. Secant and cotangent
200
The value of sin (330∘).
What is −1/2.
200
These ordered pairs represent a function: (1,3), (2,5), (1,7). True or False? why?
False (the x‑value 1 repeats with different outputs).
200
Formula for the distance between 2 points.
200
Write h(x) as a composition of 2 functions
h(x)=√(x2 + 5)
f(x)=√x
g(x)=x2 + 5
300
If sinθ = 3/5 in a right triangle, find cosθ.
What is 4/5
300
Find two coterminal angles for 315°: one positive and one negative.
What are 675° and −45°∘.
300
The graph of a function has a domain of all real numbers except x=−3. This exemption can be identified as...
What is a vertical asymptote or restriction.
300
A building casts a shadow. If you know the height of the building and the length of the shadow, what formula would you use to find the distance between the end of the shadow and the top of the building?
What is Pythagorean Theorem
300
A company that manufactures running shoes has a fixed cost of $300,000. Additionally, it costs $30 to produce each pair of shoes. The shoes are sold at $80 per pair. How many shoes do they need to sell to break even.
6,000
400
If sinθ=5/13 and θ is in Quadrant II, find tanθ.
What is −5/12.
400
Convert −17π/3 to degrees.
What is −1020°.
400
When given a graph with a minimum value at y = −2, the range is …
What is [−2,∞)
400
If you have triangle ABC where A=64°, C=82°, and c=14cm, then what is the length of side a (rounded to the nearest 10th) and what formula would you use to find it.
12.7cm
Law of Sines400
Verify (csc x)(tan x)=sec x
csc x = 1/sin x
tan x = sin x/cos x
(1/sin x)(sin x/cos x) = 1/cos x
1/cos x = sec x
sec x = sec x
500
If tanθ=3/4 in a right triangle, find secθ.
What is 5/4.
500
Convert 47π/4 to degrees, then find the coterminal angle between 0° and 360°.
What is 2115° and 315°
500
When given a polynomial function that fall to the right and falls to the left. What can be concluded about its degree and leading coefficient?
What is a even degree and negative leadin coefficient.
500
What is the double angle formula for cosine.
500
Evaluate log4 1/5√44
-4/5