Recent content by Short term memory

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    Solving for F(x) = 1 / (sec x) + cos x

    ya but then cos x - cos x = 0... (i had actually worked it out using that but i didn't think the answer would be zero... esp since the next problem is the same the only differnce is that it is from pi < x < 3 pi / 2) i guess i just needed a second untainted opion... thanks
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    Solving for F(x) = 1 / (sec x) + cos x

    problem: Simplify F(x) = 1 / ( 1+tan^2 x)^.5 - cos x :0<x<pi/2 ok the only thing i can think of to substitute in was (1+tan^2 x)^.5 = sec^2 x ... so i got the problem down to 1 / (sec^2 x)^.5 + cos and then become stucks i m thinken i can just say it is...
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    Solving Trigonometric Equation: Alternate Methods?

    ... me stupid... PS having a little to much fun with pi arn't we... you should go out to atleast when pi gets to 123456789...
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    Solving Trigonometric Equation: Alternate Methods?

    ok here's the problem i haven't taken trig for like 2 years and suddenly i have been thrown back into it... problem: 2 cos 2x - 4 cos x + 3 = 0 0 < x < 2 pi my work (used cos 2 x = 2 cos^2 x - 1) 4 cos^2 x - 2 - 4 cos x + 3 = 0 4 cos^2 x - 4 cos x + 1 = 0 ok now here is my...
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    Trig Problems: Solving for x in Sin and Cos Equations | Easy Tips and Tricks

    Muzza thanks for the response but unfortunatly it made no sense to me... but i did ask one of my roomates that just walked in the door and he said that if do cos^-1 0 i get 90 so that's pi/2 and then add 180 to 90 gives me 3pi/2 and this make sense to me, but anyway are these answers...
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    Trig Problems: Solving for x in Sin and Cos Equations | Easy Tips and Tricks

    ok i have been given a number of trig problems, and i have not taken trig for about 2 years, now i can remeber how to do the problems, but for the life of me i can't remeber how to get the answer... ok here is the problem: sin 2x + cos x = 0; 0<x<2 pi here is what i got sin 2x + cos x...
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