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Old 05-03-2006, 09:42 AM
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sum_guy14215 sum_guy14215 is offline
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who here takes calculus?

quick question:
need the derivative of 2sin(5x-3)
thanx
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Old 05-03-2006, 09:58 AM
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sorry no clue what you are talking about
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Old 05-03-2006, 10:08 AM
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i took calc several years ago but i think its 10cos(5x-3)
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Old 05-03-2006, 10:15 AM
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THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!THANK YOU!
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Old 05-03-2006, 10:15 AM
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hm...nope dont know...and how can you have no posts if you made a post...
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Old 05-03-2006, 10:21 AM
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ya, apparently that post was an enigma
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Old 05-03-2006, 10:57 AM
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Quote:
Originally Posted by Charun
hm...nope dont know...and how can you have no posts if you made a post...
becuase were in the off-topic area where ure post count dosnet go up
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Old 05-03-2006, 11:31 AM
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It's not cos(5x-3). You've got to use the chain rule. Remember? Derivative of f(g(x)) is not f'(g(x)).

f(x) = sin(x); g(x)=5x-3.
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Theorem. Let F be the composition of two differentiable functions f and g; F(x) = f(g(x)). Then F is differentiable and

F'(x) = f '(g(x)) g '(x)
Therefore, the derivative of sin(5x-3) is:
[ f'(x)=cos(x) ; g'(x)=5 ]
5*cos(5x-3).

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Old 05-03-2006, 08:57 PM
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I thought it was 10cos(5x-3)...I JUST TOOK A TEST LIKE YESTERDAY. Fuck.
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Old 05-03-2006, 09:20 PM
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it is 10cos(5x-3)

d (2sin(5x-3)) X d(5x-3)=2cos(5x-3) X 5= 10(cos(5x-3))
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