
Sin/Cos/Tan
Presentation
•
Physics, Mathematics
•
11th Grade
•
Practice Problem
•
Medium
Jennifer Coulbourne
Used 199+ times
FREE Resource
8 Slides • 9 Questions
1
Sin/Cos/Tan
2
Right Triangle
Sine, Cosine, and Tangent are the main functions used in Trigonometry and are based on a right triangle.
3
Naming the Sides
It helps to give each side of the triangle a name:
"Opposite" is opposite the angle Θ.
"Adjacent" is next to angle Θ.
"Hypotenuse" is the long one.
4
Multiple Choice
SPEED ROUND: If angle Θ is at point A, which side is b?
Opposite
Adjacent
Hypotenuse
5
Multiple Choice
SPEED ROUND: If angle Θ is at point A, which side is a?
Opposite
Adjacent
Hypotenuse
6
Multiple Choice
SPEED ROUND: If angle Θ is at point B, which side is a?
Opposite
Adjacent
Hypotenuse
7
Multiple Choice
SPEED ROUND: If angle Θ is at point B, which side is c?
Opposite
Adjacent
Hypotenuse
8
Multiple Choice
SPEED ROUND: If angle Θ is at point B, which side is b?
Opposite
Adjacent
Hypotenuse
9
Sin/Cos/Tan
Sine, Cosine, and Tangent (often shortened to sin, cos, tan) are each a ratio of sides of a right triangle.
10
Sin/Cos/Tan
How can you remember this? Think "SOH CAH TOA"
11
Example #1
Solve for the missing sides
12
Example #1
Solve for the missing sides
13
Example #1
Solve for the missing sides
14
Multiple Choice
Solve for side y.
8.7
13
12
3.7
15
Multiple Choice
Solve for side x.
9.7
13
17
19
16
Multiple Choice
Solve for the side opposite angle Θ.
14
9.0
11
4.9
17
Multiple Choice
Solve for the side adjacent angle Θ.
13
6.0
11
4.9
Sin/Cos/Tan
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