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someone solve this trig identity prob for me too

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Old Apr 16, 2006 | 09:03 PM
  #11  
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I typed it in a hurry and made a little mistake, The first 3 lines are correct and then in the fourth line substitute 1-cos^2x for sin^2x.
Here is the correct solution.

first use cos(x+y)=cosxcosy-sinxsiny.

cos(x+y)cos(x-y)=(cosxcosy-sinxsiny)(cosxcosy+sinxsiny)
=(cosxcosy)^2-(sinxsiny)^2 ; (use (a+b)(a-b)=a^2-b^2)
=cos^2xcos^2y-sin^2xsin^2y
=cos^2x(1-sin^2y)-(1-cos^2x)sin^2y
=cos^2x-cos^2xsin^2y-sin^2y+cos^2xsin^2y
=cos^2x-sin^2y.
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Old Apr 17, 2006 | 03:49 AM
  #12  
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good deal..thank you
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Old Apr 17, 2006 | 04:05 AM
  #13  
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Any time.. my friend
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Old Apr 17, 2006 | 05:00 AM
  #14  
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Originally Posted by gaus,Apr 16 2006, 09:03 PM
first use cos(x+y)=cosxcosy-sinxsiny.

cos(x+y)cos(x-y)=(cosxcosy-sinxsiny)(cosxcosy+sinxsiny)
=(cosxcosy)^2-(sinxsiny)^2 ; (use (a+b)(a-b)=a^2-b^2)
=cos^2xcos^2y-sin^2xsin^2y
=cos^2x(1-sin^2y)-(1-cos^2x)sin^2y
=cos^2x-cos^2xsin^2y-sin^2y+cos^2xsin^2y
=cos^2x-sin^2y.
Forgive me, but I've never seen such craziness, I mean really. Who uses this stuff, and for what? Has this ever helped anyone (in the present) do anything?
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Old Apr 17, 2006 | 06:26 AM
  #15  
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i'm pretty sure you would need some of that stuff to shoot a rocket off and land a rover on Mars.
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Old Apr 17, 2006 | 07:11 AM
  #16  
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So this is now the homework forum???
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Old Apr 17, 2006 | 07:33 AM
  #17  
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hell yeah it is.....its the off topic and their aint no homework section so there we go lol

i dono if anyone would ever need to use this but all i know is that its in the course that im required to take for architecture
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Old Apr 17, 2006 | 08:18 AM
  #18  
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Originally Posted by dupmaronew,Apr 17 2006, 07:33 AM
. . . all i know is that its in the course that im required to take for architecture
I suspect that your school views it as material you have to understand for a degree in architecture.

Originally Posted by dupmaronew,Apr 16 2006, 06:39 PM
i meant cos square times x
Anyone who thinks that cos^2(x) means "cos square times x" clearly has no understanding of this material. "cos" by itself has no meaning; to think that you can multiply "cos" by "x" is absurd. While I could explain what it really means, you'd be better off studying your textbook and asking your professor.
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Old Apr 17, 2006 | 08:41 AM
  #19  
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Forgive me, but I've never seen such craziness, I mean really. Who uses this stuff, and for what? Has this ever helped anyone (in the present) do anything?
Physics is like sex. Sure, there are some practical uses but that is not why we do it.
-Richard Feynman

You can replace physics with mathematics. This should give you an idea why some
people like theoretical subjects.
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Old Apr 17, 2006 | 09:03 AM
  #20  
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ZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZ

on you getting help but damn this is the the worst thread ever JK
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