Theory
Ratios
Missing Angles
Missing Sides
Two Triangles
100
The theorem you use when you are looking for the side length on a right triangle and you have the other two side lengths.
What is the Pythagorean Theorem?
100
Determine sin(Q).
sin(Q)=15/17
100
Determine the measure of angle E.
40 degrees
100
The length of side XZ.
4.5 cm
100
The length from R to S.
29.7cm
200
The ratio you use when you have the opposite and hypotenuse sides on a right triangle.
What is the Sine ratio?
200
Determine tan(X)
tan(X)=12.7/6.1
200
Determine the measure of angle Z.
76 degrees
200
The total horizontal distance.
58.3
200
The angle measure of x.
15 degrees
300
The ratio you use when you have the opposite and adjacent sides on a right triangle.
What is the Tangent ratio?
300
Determine tan(Z). Round to the nearest hundredth.
tan(Z)=1.48
300
Determine the measure of angle A.
59 degrees
300
The length of side n.
2.7 mm
300
Determine the length of x.
7.4 m
400
The ratio you use when you have the adjacent and hypotenuse sides on a right triangle.
What is the Cosine ratio?
400
Determine sin(R).
sin(R)=8/17
400
Determine the measure of angle F.
42 degrees
400
The length of g.
20.5
400
The height of Y
275.1
500
The mathematical idea that trigonometry is based on.
What is "similar triangles"?
500
Determine sin(M) from the triangle KLM, when given k=6.0cm, l=1.7cm and angle K=90 degrees. Round your answer to four decimal places.
0.9590
500
Determine the measure of angle X.
34 degrees
500
The length of side b in triangle ABC, when angle B=90 degrees, angle A=35 degrees, and c = 10cm.
12.2cm
500
The distance between M and N.
21