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180 RULE/Pythagorean Theorem
Sine
Cosine
Tangent
Random
Characteristics of Polynomials
Unit Circle (formula and coordinates)
Unit Circle (reference angle and radians)
Trigonometry ratios
Law of sine and cosine
100
State the Pythagorean Theorem.
What is a^2+b^2=c^2
100
State the sine ratio
What is sin(theta) = opposite/hypotenuse
100
State the cosine ratio
What is cos(theta) = adjacent/hypotenuse
100
state the tangent ratio
What is tan(theta) = adjacent/hypotenuse
100
I am an angle is is found using the opposite and adjacent sides of the right triangle. What trigonometric function do you use to find me?
What is tangent.
100

The part of a polynomial function that you look at to determine the degree of the polynomial?

What is the highest power or exponent of x?

100

sin 90 degrees

What is 1

100

The angle corresponding to this reference angle is 150 degrees.

What is 30 degrees.

100

sine

What is opposite leg over hypotenuse

100

If A = 63 degrees, B = 19 degrees, and a = 2.4, find b to the nearest tenth using the Law of Sines.

0.9 units

200
a = 3, b = 4, c =?
What is 5
200
If in triangle ABC, A = 62, B = 28, C = 90, a = 24, b = 16, write the final sine statement for finding side c.
What is c = 24/sin(62) OR c = 16/sin(28)
200
What does the cosine ratio tell us about a right angled triangle?
What is... the cosine ratio compares the adjacent side of a right angled triangle to the hypotenuse. It tells us how much longer the hypotenuse is compared to the adjacent side.
200
If in triangle ABC, A = 39, B = 51, C = 90, a = 24, c = 29 find side b using the tangent ratio.
What is b = 19.43
200
The angle opposite a side length of 6 for a right triangle with adjacent to a side length of of 17.
What is 19.44
200

The degree of a linear function

What is first?

200

sine of 150 degrees

What is 1/2 or .5

200

The angle corresponding to this reference angle is 45 degrees.

What is 45 degrees

200

sin 45 as a fraction

What is √2/2 or 1/√2?

200

If A = 52 degrees, b = 54 and c = 49, find a to the nearest tenth using the Law of Cosines.

45.3 units

300
If angle A = 53.2 degrees and angle C = 35.2 degrees, what size is angle B?
What is 91.6 degrees
300
In triangle ABC, B = 56, C = 90, a = 4, b = 6, c = 8 Find A using the sine ratio
What is 30 degrees
300
In triangle ABC, the side adjacent Angle A is a= 15 and the hypotenuse is c = 16, can you find angle A. To the nearest whole number.
What is A = 20 degrees
300
If in triangle ABC, B = 51, C = 90, a = 24, b = 23, c = 29 find angle A to the nearest degree.
What is A = 46 degrees
300
Ture or False: Pythagorean theorem and the primary trigonometry functions (sine, cosine, tangent) can be used for any triangle.
What is False
300

The two parts of a polynomial function that you look at in order to determine the end behavior.

What are the degree and leading coefficient?

300

This trigonometry ratio uses the fraction adjacent over hypotenuse.

What is cosine(x)

300

The conversion from this radian measure to degrees is 180 degrees.

What is pi/6.

300

cos 60 in fraction form

What is 1/2

300

If a = 12, B = 27 degrees, and b = 15, find A to the nearest degree using the Law of Sines.

21 degrees

400
True or false a^2 + B^2 = c^2
What is false.
400
What does the sine ratio tell us about the a right angled triangle.
What is... the sine ratio compares the opposite side of a right angled triangle to the hypotenuse. It tells us how much longer the hypotenuse is compared to the opposite side.
400
If in triangle ABC, A = 2, B = 88, C = 90, a = 23, c =29, write the final cosine statement for finding side b.
What is b = 29 * cos(2)
400
If in triangle ABC, A = 39, C = 90, a = 24, what tools could one use to be able to use the tangent ratio to find side b.
What is...1) Use 180 rule to find angle B 3) then one can use the tangent ratio to find b. b = tanB * 24
400
True or false. The two legs can be longer than the hypotenuse.
What is False
400

Evaluate f(x) = x^3 at x = 3

What is 27?

400

This equation gives us the y-coordinate on the unit circle.

What is y=sin(theta)

400

The conversion from this radian measure to degrees is 90 degrees.

What is pi/2.

400

Tan 4.8 = 1.2 over x find x

What is x = 14.29

400

If a = 5, b = 6, and c = 8, find A to the nearest degree using the Law of Cosines.

39 degree

500
find c A = 69, B = 21, C = 90 a =12, b = 13
What is 17.69
500
In triangle ABC, the side adjacent Angle A is a= 15 and the hypotenuse is c = 16, can you find angle A using the sine ratio.
What is NO, since the sine ratio is opp/hyp and triangle ABC does not give us the opposite side.
500
If in triangle DEF, E = 69, F = 90, d = 5, e = 15, f = 19 find angle D using the cosine ratio to the nearest degree.
What is D = 38 degrees
500
If in triangle ABC, A = 31, C = 90, a = 24, b = 22 find angle B using the tangent ratio.
What is B = 43 degrees
500
Brandon is writing a computer program that displays geometric shapes for architectural drawings. His program includes a triangle with sides measuring n=6 cm, a=9 cm, and p=5.85 cm. ___, ___, and ___ are the angle measures that he needs in order to incorporate this triangle into his software.
What are P=39.96, N=41.21, and A=98.83?
500

Evaluate f(x) = x^3 - 2x^2 - 3x - 6 at x = -2

What is -16?

500

The sine of 4*pi/3.

What is - sqrt(3)/2?

500

The angle corresponding to this reference angle is 7*pi/4.

What is 45 degrees (or pi/4).

500

sin x =1 over 3 Find cos x.

What is 2 √2 over 3 or 0.94

500

If a = 12.6, b = 8.5, and c = 6.3, find C to the nearest degree using the Law of Cosines.

26.7 degree