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Linkmaster
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Post Number: 723
Registered: 02-2008
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Posted on Tuesday, April 15, 2008 - 04:30 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

Web

_______________
65/150 == 0.4333 ne kadaaa
________________


probability of next trail also same as .43333*..

thats reason we get it as .4333.. basicallly we are propornating using known probability.
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Webbugger
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Post Number: 64
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Linkmaster:




65/150 == 0.4333 ne kadaaa
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Linkmaster
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Post Number: 722
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Posted on Tuesday, April 15, 2008 - 04:08 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

Web..
anyways I got it..


question is 65 out comes of 150.

wjat will be the probability of for next event. ie 151 trail.


I just got answer..

(151/150x65 is number of out comes for 151 events(triles).

out/151 is answer. it is 0.4333333333*
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Mclovin
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Posted on Tuesday, April 15, 2008 - 04:01 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

Naaku telisi, Zero probability.
In this db, there's always someone watching you!!
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Webbugger
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Linkmaster:

65 out comes of 150.

what will be probability of next try.




ippudu cheppu link master, yenti nee question 65 outcomes of 150 : event

but whats the trail?
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Mclovin
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Linkmaster:

65 out comes of 150.

what will be probability of next try.


Inthakee, enni try's ayyaayi already?
In this db, there's always someone watching you!!
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Cocanada
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Post Number: 1107
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Posted on Tuesday, April 15, 2008 - 03:20 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)


Mandharam:

R1^3 -Rmin^3 = (Rmax^3 -Rmin^3)/10 eq(2)




There you go.....you got it...thats the second equation...


you ...the man
:: Call me Coke ::
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Linkmaster
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Posted on Tuesday, April 15, 2008 - 03:18 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

vaake.. thank you.
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Webbugger
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Linkmaster:




ippudu alasi poyanu taruvata chuddamu :-)
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Cocanada
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Posted on Tuesday, April 15, 2008 - 03:15 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

ippudu manaki kaneesam inko equation kavali
:: Call me Coke ::
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Cocanada
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Posted on Tuesday, April 15, 2008 - 03:12 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

Let Rmax= y, R min= x. and the intermediate radii from r1 --> r9

r1^3-x^3 = y^3-r9^3

=> r1^3 + r9^3 = x^3 + y^3

Ade vidhangaa,

r2^3+r8^3 = r3^3+r7^3 = r4^3+r6^3 ........ = x^3+y^3

(to be continued...once solution is complete :D)
:: Call me Coke ::
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Linkmaster
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Posted on Tuesday, April 15, 2008 - 03:11 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

Web..

ippudu cheppu naa probability ki answer
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Webbugger
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Webbugger:





Mandharam gaaru, Mee solution correct, GREAT,

Thanks , good night
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Webbugger
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Mandharam:




i already tried this mandaram, still soemthing wrong

anyway thank you for your help
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Mandharam
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Webbugger:

bangalore lo ee time inka melkone unnava




emi chestham....nidra pattaka...
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Mandharam
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Mandharam:

R1^3




R1^3 = R1*R1*R1 ...ani chaduvko
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Mandharam
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Posted on Tuesday, April 15, 2008 - 02:36 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)


Webbugger:

Vmax = 4/3 * pi * Rmax*Rmax*Rmax
Vmin = 4/3 * pi * Rmin*Rmin*Rmin

Vi = i*(Vmax-Vmin)/10 (i is from 1 to 10)

Ri = cuberootof(3*Vi/(4*pi))





Nee route lo thinking chesthe...
Ri = cuberootof(3*Vi/(4*pi)) + (some offset )


exact sol will be

R1^3 -Rmin^3 = R2^3 -R1^3=R3^3-R2^3= ....= R9^3 -R8^3= Rmax^3 -R9^3 eq(1)

R1^3 -Rmin^3 = (Rmax^3 -Rmin^3)/10 eq(2)

solving eq(2), we get

R1^3 = ((Rmax^3- Rmin^3)/10) +Rmin^3

similarly
R2^3 = (2*(Rmax^3- Rmin^3)/10) +Rmin^3
R3^3 = (3*(Rmax^3- Rmin^3)/10) +Rmin^3
.
.
.
R9^3 = (9*(Rmax^3- Rmin^3)/10) +Rmin^3

Urekaaaaa!!!!!!!!!
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Webbugger
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Mandharam:




koncham jagrathaga cheppu, bangalore lo ee time inka melkone unnava
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Webbugger
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Mandharam:

When Rmin=0,




but
Rmin never be zero in my case
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Mandharam
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Mandharam:

Ihave sol for the boundary case, when Rmin=0, Vmin=0

R1 = Rmax/(cube-root of 10)
R2 = (cube-root of 2)* R1
...
R9= (cube-root of 9) *R1




When Rmin=0,
R1'3-0 = R2'3-R1'3 => R2'3 = 2* R1'3
taking cuberoot on both sides=> R2 =R1 * (cuberoot of 2)
(here R1'3 =R1*R1*R1)
and so on
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Webbugger
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Mandharam:

R1 = Rmax/(cube-root of 10)
R2 = (cube-root of 2)* R1
...
R9= (cube-root of 9) *R1




ardham avvala
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Mandharam
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Webbugger:

Ri = cuberootof(3*Vi/(4*pi))




idi thappu...no doubts..

Ihave sol for the boundary case, when Rmin=0, Vmin=0

R1 = Rmax/(cube-root of 10)
R2 = (cube-root of 2)* R1
...
R9= (cube-root of 9) *R1
AMD smarter choice
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Webbugger
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Mandharam:



mandharam gaaru next step try chestara
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Webbugger
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Linkmaster:




mundhu naa problme solve ithe kani naa burra panicheyyadhu
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Linkmaster
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Posted on Tuesday, April 15, 2008 - 01:52 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

ok..


probability meeda cheppandi..


65 out comes of 150.

what will be probability of next try.
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Webbugger
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Hercules:

gattigaa peekkoku mama naalaga avuthaavu...




nenu already half way lo unnale, inka peekkunna yemundhile
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Hercules
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Webbugger:

juttupeekkuntunna




gattigaa peekkoku mama naalaga avuthaavu...
All I have in this world is my balls and my word and, I don't break them for no one.
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Webbugger
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Vmax = 4/3 * pi * Rmax*Rmax*Rmax
Vmin = 4/3 * pi * Rmin*Rmin*Rmin

Vi = i*(Vmax-Vmin)/10 (i is from 1 to 10)

Ri = cuberootof(3*Vi/(4*pi))


edhi correntana ani juttupeekkuntunna
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Mandharam
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Sunshine:

madichi ne degere pettuko! [btw na bashe antha...adedo bhootu anukuni malli nanu bhootulu dhobamaka]




madichi...haa..madichanu...

ekkada pettalo ..knchm clr ga seppu (ayyo idhi bhoothu anukunevu....nee basha ide annav ga...anduke knchm vaada...(emi vaadano..don ask me))
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Mandharam
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Posted on Tuesday, April 15, 2008 - 01:41 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

volume of the sphere (b/w 2 radii Rmax, Rmin ) = (4/3)¶ (Rmax3-Rmin3)

Note : pls read 'R3' as cube of 'R'

Now the problem comes down to finding R1,R2,...R9
such that
R1'3- Rmin3=R2'3-R1'3=R3'3-R2'3= .....=Rmax3-R9'3
here R1'3 is cube of R1.

remaining sol(break tharvatha)
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Cylonesubbarao
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Sunshine:

[btw na bashe antha...adedo bhootu anukuni malli nanu bhootulu dhobamaka]


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Savage
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Webbugger:



Googling try cheyyi ide latest trend
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Sunshine
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Mandharam:

hai ga ...pellaina kish tho chatting chesukoka!!


thanks for the uchitha salaha mandharam bhai!...madichi ne degere pettuko! [btw na bashe antha...adedo bhootu anukuni malli nanu bhootulu dhobamaka]
Arerere yemadi...parigeduthundi naa madi!
teliyani haayidi...alajadi reputhunadi!!
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Mandharam
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Sunshine:

bugger ne Q ardham kaale...Q motham raayi





Akkai....dooram dooram...

manaku enduku seppu....maathamaticksooo!!! :-)

hai ga ...pellaina kish tho chatting chesukoka!!
AMD smarter choice
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Sunshine
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Telugu_times:

neeku kocchenay ardham kaaledhu, inka answer .......


ne yenkamma baba..neeku padthayi!!! chi chi
Arerere yemadi...parigeduthundi naa madi!
teliyani haayidi...alajadi reputhunadi!!
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Mclovin
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Telugu_times:

neeku kocchenay ardham kaaledhu, inka answer .......



In this db, there's always someone watching you!!
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Telugu_times
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bugger ne Q ardham kaale...Q motham raayi >>>

neeku kocchenay ardham kaaledhu, inka answer .......
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Telugu_times
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lastname cheppi caste cheppe talent undi kaani.. >>>>

cuttings oddhu. neeku aaa talent ledhu
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Sunshine
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bugger ne Q ardham kaale...Q motham raayi
Arerere yemadi...parigeduthundi naa madi!
teliyani haayidi...alajadi reputhunadi!!
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Mclovin
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Webbugger:


Swaary.. lastname cheppi caste cheppe talent undi kaani.. sphere ichhi koyyamante kashtam..
In this db, there's always someone watching you!!
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Webbugger
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Taurus:




yedho pattagadupokotaniki chestunnanu,

website , yedho chesi sambadhidhamanukuntunna
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Taurus
Junior Artist
Username: Taurus

Post Number: 55
Registered: 03-2008
Posted From: 40.0.40.10

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Webbugger:



babai emi chestavu asalu nuvvu...
ninna website annavu, ee roju Math antunnavu
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Webbugger
Junior Artist
Username: Webbugger

Post Number: 47
Registered: 03-2008
Posted From: 164.54.210.51

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Posted on Tuesday, April 15, 2008 - 01:07 pm:   Insert Quote Edit PostDelete PostPrint Post   Move Post (Moderator/Admin Only)Ban Poster IP (Moderator/Admin only)

sphere ni divide cheyyali

i have Rmax & Rmin in the sphere

between Rmax & Rmin i need to divide the volume into 10 equal volumes (V1,V2..V10)
has to find corresponding (R1, R2...R10)

help me if somebody good in mathematics
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