Download Unit Circle Practice

Pre-Calculus
Name:________________________
Date:______________
Use the unit circle to find all six trigonometric values for the given angle.
1)   270 
sin  
cos 
2)   180 
3)   (90) 
4)   (360 )
tan  
csc 
sec 
cot  
sin  
cos 
tan  
csc 
sec 
cot  
sin  
cos 
tan  
csc 
sec 
cot  
sin  
cos 
tan  
csc 
sec 
cot  
Use the unit circle to find the values of the six trigonometric functions for each angle.
5)   60 
sin  
cos 
tan  
6)   330 
7)   225 
8)   150 
csc 
sec 
cot  
sin  
cos 
tan  
csc 
sec 
cot  
sin  
cos 
tan  
csc 
sec 
cot  
sin  
cos 
tan  
csc 
sec 
cot  
Find the values of the six trigonometric functions for angle  in standard position if a point
with the given coordinates lies on its terminal side.
9) ( 9 , 12 )
10) (  3 , 4 )
11) (  6 ,  8 )
12) ( 16 ,  12 )
Suppose is an angle in standard position whose terminal side lies in the given quadrant.
For each function, find the values of the remaining five trigonometric functions for ϴ.
13)
; Quadrant 3
14)
; Quadrant 2
15)
; Quadrant 4
16)
; Quadrant 1