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•  » Finding the Exact Value of One Trigonometric Function Given a Point

## #1 2006-08-22 18:00:35

Devantè
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### Finding the Exact Value of One Trigonometric Function Given a Point

Excercises on Finding the Exact Value of One Trigonometric Function Given a Point

Give these a go, and more will be posted to keep you going.

Given a point on the terminal side of θ in standard position, find the exact value of the trigonometric function.

1. P(4, -4); csc θ =
2. P(-2, -8); cot θ =
3. P(9, 6); sin θ =
4. P(1, -1); sin θ =
5. P(3, 7); tan θ =
6. P(-8, 2); sec θ =
7. P(-7, 9); sec θ =
8. P(-6, -3); cot θ =
9. P(5, -5); cos θ =
10. P(-8, 1); sin θ =
11. P(-3, -3); sin θ =
12. P(2, -4); tan θ =
13. P(4, 7); csc θ =
14. P(-1, 5); cos θ =
15. P(5, 6); cot θ =
16. P(-6, -8); cos θ =
17. P(9, 9); sin θ =
18. P(-7, 2); tan θ =
19. P(3, -2); sec θ =
20. P(-4, -8); cos θ =
21. P(9, 3); csc θ =
22. P(1, -5); cot θ =
23. P(-2, -1); cot θ =
24. P(-7, 6); cot θ =
25. P(-8, -7); cot θ =
26. P(-6, 9); sin θ =
27. P(-5, -4); tan θ =

Last edited by Devanté (2006-08-22 21:11:42)

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