Trig Functions
Find the missing Angle
Find the Missing Side
Special Rt Triangles
Trig functions again...
100
What is the ratio for sin?
What is Opposite over Hypotenuse?
100
Find theta with the given information. Adjacent = 12 Hypotenuse = 13
What is 22.6 degrees?
100
Find the missing Side: Theta = 37 Adjacent = 11 Hypotenuse = ?
What is 13.8?
100

A 45-45-90 triangle has a leg 5, what is the hypotenuse?

5 sqr 2

100
In triangle ABC, angle A is a right triangle. If tan of b = 8/9. Find cos b.
cos b = 9/12
200
What is the ratio for cosecant?
What is Hypotenuse over Opposite?
200
Find theta: Adjacent =13 Opposite = 4
What is 17.1 degrees?
200
Find the missing side: Theta = 32 Adjacent = 13 Opposite = x
What is 8.1?
200

A 30-60-90 triangle has a short side with length 5, what is the hypotenuse?

10

200
In triangle ABC, angle A is a right angle. If Cos a = 12/17, find sin b.
sin b = 12/17.
300
What is the ratio of tangent?
What is opposite over adjacent?
300
Find Theta: Opposite = 11.9 Adjacent = 10
What is 50?
300
Find the missing side: Adjacent = x Theta = 60 Hypotenuse = 11
What is 5.5?
300

A 30-60-90 triangle has a short side with length sqrt 48, how long is the medium side?

12

300
In triangle ABC, angle A is a right angle. If sec b is 11/7, find tan b.
tan b = 8.49/7.
400
What is hypotenuse over adjacent?
What is secant?
400
Find Theta: Hypotenuse = 9 Adjacent = 6
What is 48.2?
400
Find the missing side: Theta = 50.1 Adjacent = 5 Opposite = x
What is 6?
400

A 30-60-90 triangle has a medium side with length 5, how long is the short side?

5(sqrt3)/3

400
In triangle ABC, angle A is a right angle. If cos c = 9/14, find csc b.
csc b = 14/9.
500

 Cos 30 degrees is the same as ______________

Sin 60

500
Find Theta: Opposite = 3 Adjacent = 3
What is 45?
500
Find the missing side: Opposite = 4 Adjacent = x Theta = 41
What is 4.6?
500

A 45-45-90 triangle has a hypotenuse with length 3 sqrt 6, how long is a leg?

3 sqrt 3

500
In triangle ABC, angle A is a right angle. If cos a = 12/15, find the sec a.
sec a = 15/12
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