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Differential Calculus

BALGANESH's Avatar
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Joined: 21 Dec 2007
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14 Jun 2008 10:52:48 IST
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lcm in periodic function
None

during periodicity


in some cases we have to find the lcm


can anyone tell  me how to do  it???


for ex - lcm of pie/2  and pie/3   is pie


how???????


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BALGANESH's Avatar

Blazing goIITian

Joined: 21 Dec 2007
Posts: 1025
14 Jun 2008 11:46:17 IST
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come on
no one is answering

BALGANESH's Avatar

Blazing goIITian

Joined: 21 Dec 2007
Posts: 1025
14 Jun 2008 11:46:35 IST
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is no one willing to help me

Blazing goIITian

Joined: 5 Sep 2007
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14 Jun 2008 12:28:34 IST
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m(pi/2)=n(pi/3) acc. to LCM definition,hence (n/m)=3/2 so least value of n and m can be n=3 and m =2,hence we get LCM as pi.
BALGANESH's Avatar

Blazing goIITian

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14 Jun 2008 12:37:00 IST
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ok then how is
lcm of [ 2pie/3 , pie/6 , pie/12 ] = 2pie/3
SUNDEEP ALLAMRAJU's Avatar

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Joined: 28 Feb 2008
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14 Jun 2008 14:45:17 IST
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U must try to understand from the name Least Common Multiple only.If l.c.m of a group of no.s is k,then each no. in the group shud give k by multiplying by a suitable +ve integer.


In case of 2pi/3,pi/6,pi/12,If l.c.m is k then


k=m(2pi/3)=n(pi/6)=p(pi/12)


2m=n/2=p/4


m=n/4=p/8.


So,the least values of m,n,p are 1,4,8 and l.c.m is k=2pi/3.


Hope u got it.




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