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2.29=cos(x)
 Dec 3, 2013
 #1
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To solve this, you would useually simply use the inverse of the cosine function. (cos^-1(2.29) = x). However, this is not a real answer.
 Dec 3, 2013
 #2
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Yeah, that's the problem I'm having. I'll re-check my equation and see if I set it up right.
 Dec 3, 2013
 #3
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Thanks for the help. I made a mistake in the addition earlier in the equation. I am soo stupid....
 Dec 3, 2013
 #4
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2.29=cos(x)

Hi Special,
The cos of an angle has to be between -1 and 1
so next time you should see straight away that the question is not correct.
 Dec 4, 2013
 #5
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Thanks, Melody! I'll remember that.
 Dec 4, 2013
 #6
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It is probably more important that you remember why!

Remember

cosine is adjacent / hyptotenuse

sine is opposite over hypotenuse

The hyptoenuse HAS to be the longest side so sine and cosine have to be between 0 and 1 (for first quadrant)
In the other quadrants only the sign changes.

So sine and cos have to be between -1 and 1.

Hope that helps Special.
 Dec 5, 2013
 #7
avatar+118651 
0
It is probably more important that you remember why!

Remember

cosine is adjacent / hyptotenuse

sine is opposite over hypotenuse

The hyptoenuse HAS to be the longest side so sine and cosine have to be between 0 and 1 (for first quadrant)
In the other quadrants only the sign changes.

So sine and cos have to be between -1 and 1.

Hope that helps Special.
 Dec 5, 2013
 #8
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Thank you, Melody! That makes a lot of sense. Now I know how I got all those other problems wrongs. *facepalm* I'll have to remember that from now on. ^_^
 Dec 5, 2013

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