how to determine whether the function is periodic or not ??some help please
do u have any function to determine it's periodicity?
cos2x
if the value of function repeats itself after an interval than function is periodic
so cos2x ?
it is periodic at a interval of \[\pi/2:)\]
oh thanx, can u please tell me how to know that ?please :)
yes sin x and cos x are periodic functions of period 2pi as you increase the value of x to ax the functions shrinks and period changes to 2pi/a so answer is pi sorry:)
thanx sir
@Fazeelayaz you are wrong :!
??
if you take common 2 you r left with pi not pi/2:)
\[f(x)=f(x+p)\] where p is period \[\cos2x=\cos(2x+2\pi)\] \[=\cos2(x+\pi) \] \[p=\pi\]
the aswer is pi not pi/2
thanx
if u plug pi/2 in cos2x u would get cospi but period of sines or cosiines is 2 times pi so period of cos2x is pi
plz give me medal if u understood the procedure i need medals to show them to my girl friend thanks
hey sorry what does the fundamental period mean??
fundamental period is lowest value of interval in which the value of function repeats for sine and cosine it is 2pi
so for cosax its 2pi/a ????
the value of cos 2x may also repeat after some mulltiple of pi like 2pi 3pi but lowwest value is pi
@Fazeelayaz sry if he gave you medal then you have to gave me medal @System2012 yup:)
@Fazeelayaz just read his question first:)
yes 2pi/a
cosax=cos(ax+2pi) =cosa(x+2pi/a)
thanx
Hello guys am stuck with this function is it periodic cos^3x ??
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last question :) please gonna have ma exam 2moro..:
cos3x=cosx(3x+2pi) =cos3(x+2pi/3) period =2pi/3
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man its cos^3 not cos3 i will give u man dont worry ;-)
cos^3(x)
please
????
ok cos^3x=(cosx)^3 period is equal to 2pi apply same rule just set whole powr to 3
is it periodic >???
yes
hey my girl friend
come on plz
so how do i give medal from where ?? just tell me how ,i dont know how to do that ??
ok i did man
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