If and is in the second quadrant, find the exact value of Well My final answer is is this correct?
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Originally Posted by R3ap3r If and is in the second quadrant, find the exact value of Well My final answer is is this correct? Hullo, A sine can barely be <-1 :/ Here is how to do. You know that is in the second quadrant, so and We know that --> Since , Hence,
Well I know atleast what i did wrong. i forgot to put over 11 in the formula. New answer is hows this look?
Originally Posted by janvdl Code: |\ | \ | \ sqrt{130} 11 | \ |__o_\ 3 That there represents Beta. We wish to find = = I believe you made an error. For one its the and my math is whose right? lol
|\ | \ | \ sqrt{130} 11 | \ |__o_\ 3
Originally Posted by R3ap3r I believe you made an error. For one its the and my math is whose right? lol I'm pretty sure it's this one
In Janvdl's diagram, the 11 should be the hypotenuse.
Originally Posted by R3ap3r I believe you made an error. For one its the and my math is whose right? lol Moo's. And I'm going to bed because I can't seem to concentrate anymore. Sorry for the mistake Reap3r.
np
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