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Nov 26 2016 06:09pm
we know cos = 0 when its pi/2 , 3pi/2, 5pi/2

etc...

so can we say, cos [(2n-1) * pi/2] = 0 ?
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Nov 26 2016 09:06pm
ya that works as long as u say n is an integer
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Nov 26 2016 10:07pm
Quote (2wo1ne @ Nov 26 2016 10:06pm)
ya that works as long as u say n is an integer


yea n is an integer... but does

(2n+1) * pi/2 work or does it depend on what "n" u start with?

This post was edited by FamilyGuyViewer on Nov 26 2016 10:07pm
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Nov 26 2016 11:21pm
Quote (FamilyGuyViewer @ Nov 27 2016 12:07am)
yea n is an integer... but does

(2n+1) * pi/2 work or does it depend on what "n" u start with?


(2n+1) * pi/2 works the same as (2n-1) * pi/2 if ur considering n to be any possible integer
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Nov 27 2016 11:49am
Damn familyguyviewer back at it again with the homework requests
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Nov 27 2016 12:30pm
Quote (2wo1ne @ Nov 27 2016 12:21am)
(2n+1) * pi/2 works the same as (2n-1) * pi/2 if ur considering n to be any possible integer


yes I know but it depends on which "n" u start with, like zero or 1.

if I start at n = 0, then its 2n+1 * pi/2

otherwise n=1 is 2n-1 * pi/2
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Nov 29 2016 06:54am
Quote (FamilyGuyViewer @ Nov 27 2016 02:30pm)
yes I know but it depends on which "n" u start with, like zero or 1.

if I start at n = 0, then its 2n+1 * pi/2

otherwise n=1 is 2n-1 * pi/2


As long as you are taking the cosine of odd multiples of pi/2, it will be 0 regardless of a positive or negative argument.
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Dec 19 2016 09:08am
Quote (FamilyGuyViewer @ Nov 26 2016 07:09pm)
we know cos = 0 when its pi/2 , 3pi/2, 5pi/2

etc...

so can we say, cos [(2n-1) * pi/2] = 0 ?


This is just a way of saying 0
for odd numbers its just n=1,3,5...

This post was edited by Squaunch on Dec 19 2016 09:09am
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