1. find the six trigonomrtric function values of the specified angle.

a to b= 181 degrees, b to c = 180 degrees, c to a = 19 degrees, it is a right triangle.

2. given that a quadratic fucntion (17/9) fraction, cos 8/9 fraction, and tan a=quadratioc function 17/8 fraction, find csc a, sec a, and cot a

3. given a function value of an acute angle find the other five trionometric function values, sin -= 0 with a line through it (7/25) freaction

4. find the exact value of tan 30 degrees

5. find the exact value of sec 60 degrees

6. find the exact value of sec 45 degrees

7. find the exact value of sin 60 degrees

8. find the exact value of sin 30 degrees

9. The game is played on a square court divided into four smaller squares that meet at the center, if a line is drawn diagonally from one corner to another corner, then a right triangle QTS is formned where <QTS is 45 degrees using a trigometic fucntion , find the length of the diagonal for a 16 foot square court.

10. find the exct value of csc 60 degrees.

11. convert the following angle value of csc 60 degrees

12. convert the following to the degree notatin 49 degrees, 40'

13.convert the following to the degree notatin 23 degress, 3', 48"

14. rewrite cot 31 degees of an 59 degree angle and in terms of the reciprocal of a trigonmetric function

15. rewrite cot 12 degees of an 78 degree angle and in terms of the reciprocal of a trigonmetric function

16. solve the right trianle, a to b = 5, b to c = a, c to a = 6

17. solve the right trianle, b=150, c=450

18. solve the right trianle, a = 33 Degrees, b = 29

19. an aerial photographer who photographs real esate properties has determing that the best photo is taken at a height of appx. 436 ft, and a distance of 813 ft. from the building, what is the angle of depression from the plane to the building?

20. for the ange, state in which quadrant the terminal slide 311 degrees

21. for an angle of the following measure, state in which state in which quadrant the trminal

side -222 degrees

22. find the complement and the supplement 38, 92 degrees.

23. find the complement and the supplement 71, 84 degrees.

25. A function value and a quadrant are given, find the other five function values. 0= -(40/41) fraction, quad 2 given exact answers.

26. find the refercne angle and the exact function value if it exeists, cos 120 degrees

27. find the refercne angle and the exact function value if it exeists, cos 480 degrees

28. find the refercne angle and the exact function value if it exeists, tan (210) degrees

29. given the function value and the quadrant restriction find 0

function value = sin 0 = 0.6428 interval = (210 degrees, 360 degrees)

30. same as 29. but tan 0 = 0.9657 interval = (270 degrees, 360 degrees)