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#1 2006-08-21 20:11:07

Devantè
Real Member
Registered: 2006-07-14
Posts: 6,400

Finding the Exact Value of Six Trigonometric Functions Given a Point

Excercises on Finding the Exact Value of Six Trigonometric Functions Given a Point

I've spaced everything out clearly so you can see what you have to do, easily. Again, once you've done these, more will be posted (hopefully).

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

1.        P(8, 2)
cot θ =      sec θ =      sin θ =      csc θ =      tan θ =      cos θ = 

2.       P(-5, -1)
csc  θ =      cot θ =      sec θ =      cos θ =      tan θ =      sin θ = 

3.       P(3, -8)
tan θ =      sec θ =      csc θ =      sin θ =      cot θ =      cos θ = 

4.       P(9, -9)
cot θ =      cos θ =      tan θ =      sin θ =      sec θ =      csc θ = 

5.       P(-4, 6)
tan θ =      sec θ =      sin θ =      cot θ =      csc θ =      cos θ = 

6.       P(-7, 7)
csc θ =      sin θ =      tan θ =      cot θ =      cos θ =      sec θ = 

7.       P(-1, -4)
tan θ =      sec θ =      cot θ =      csc θ =      sin θ =      cos θ = 

8.       P(2, 5)
tan θ =      sec θ =      csc θ =      cot θ =      cos θ =      sin θ = 

9.       P(-6, 3)
cos θ =      tan θ =      csc θ =      cot θ =      sec θ =      sin θ = 

10.       P(3, 4)
cos θ =      sec θ =      cot θ =      csc θ =      tan θ =      sin θ =

Last edited by Devanté (2006-08-21 23:11:10)

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