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  1. #1
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    Find the value of...

    I am having trouble reviewing trig. I can't remember how to find function values for the trig functions byn hand, unless the angle is 30,45,60 etc. How do I determine cot(135 degrees) ?
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    Quote Originally Posted by adkinsjr View Post
    I am having trouble reviewing trig. I can't remember how to find function values for the trig functions byn hand, unless the angle is 30,45,60 etc. How do I determine cot(135 degrees) ?
    Draw a unit circle. The reference angle is 45 degrees and the cot function is negative in the second quadrant. cot(135 degrees) = - cot(45 degrees).
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  3. #3
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    Quote Originally Posted by adkinsjr View Post
    I am having trouble reviewing trig. I can't remember how to find function values for the trig functions byn hand, unless the angle is 30,45,60 etc. How do I determine cot(135 degrees) ?
    135 degrees is 45 degrees above the negative x-axis in quad II
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  4. #4
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    Quote Originally Posted by adkinsjr View Post
    I am having trouble reviewing trig. I can't remember how to find function values for the trig functions byn hand, unless the angle is 30,45,60 etc. How do I determine cot(135 degrees) ?
    Niether can anyone else; without some identities that is...

    135?

    You must recognize that this is simply a 45 degree angle when refrenced to the x axis...

    Also, tan45^\circ=cot45^\circ=1 because {sinx}={cosx} at x=45^\circ, and since tanx=\frac{sinx}{cosx}...

    Then, since 135^\circ is in quadrant two, you can conclude that the answer will be negative.

    Here, check it out...

    http://en.wikipedia.org/wiki/List_of...ric_identities
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