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Author: micha

Selesai Masalah Matematik

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 Author| Post time 14-2-2008 02:52 PM | Show all posts
Originally posted by Atomic_Omnikid at 2-2-2008 02:09 PM


0000 + 000 + 00 + 0 = 0
8888 + 888 + 88 + 8 = 9872






tAHNIAH.....

BETUL!!!!!!!

HEHEHEHEHEHEHE.........
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Post time 16-2-2008 01:51 PM | Show all posts
x de soalan lain ke micha?
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 Author| Post time 17-2-2008 11:19 AM | Show all posts

Reply #82 daigo_tiga's post

nnt micha pk soklan dulu k..... ader bnyk nih.....huhuhuhu....
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Post time 17-2-2008 02:25 PM | Show all posts
cepat ar..
aku tengah bermint nak jwab nie..\
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Post time 18-2-2008 02:47 PM | Show all posts
cepat...cepat...



he...he....
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Post time 18-2-2008 11:35 PM | Show all posts
Originally posted by micha at 14-2-2008 14:52





tAHNIAH.....

BETUL!!!!!!!

HEHEHEHEHEHEHE.........

Tengkiu...

macam-macam..
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Post time 27-2-2008 05:55 PM | Show all posts
cik micha ni manja laaaa
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 Author| Post time 28-2-2008 11:20 AM | Show all posts

Reply #87 testas's post

i manja ala2 ganas.... hahahaha....
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 Author| Post time 28-2-2008 11:24 AM | Show all posts
u all soklan seterusnye....

expand this expression ( ( 2xy + x*)*)*, which * = square.... cepat u all congak je
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Post time 28-2-2008 05:01 PM | Show all posts
Try test tengok..lame xwat math ni..

Jawapan : 16 x*4 y*4 + 20 x*5 y*3 + 12 x*6 y*2 + 8 x*7 y + x*8

info:
x*4=x to the power of 4

tol ke salah?
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Post time 28-2-2008 10:15 PM | Show all posts
( ( 2xy + x*)*)*
=((2 x y + x^2)^2)^2
=(2 x y + x^2)^4
=16 x^4 y^4 + 24 y^2 x^6 + 32 y^3 x^5 + 8 y x^7 + x^8 ..

kena guna binomial expansion nie..

[ Last edited by  Atomic_Omnikid at 28-2-2008 10:16 PM ]
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Post time 29-2-2008 12:09 AM | Show all posts
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 Author| Post time 3-3-2008 03:17 PM | Show all posts
Originally posted by thessailly at 29-2-2008 03:28 AM



(   (   2   x   y   +   x   *   )   *   )   *

betul tak?  
(kena kena expand jauh lagi sikit?)...hurm...




yessssss.... pandainye....

lg jauh lg tepat....

hahahaha.... congrates
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Post time 3-3-2008 07:27 PM | Show all posts
Originally posted by micha at 3-3-2008 15:17




yessssss.... pandainye....

lg jauh lg tepat....

hahahaha.... congrates


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 Author| Post time 3-3-2008 07:39 PM | Show all posts

Reply #95 thessailly's post

gurau je. yg srius pnye, jawapan nafham tu betul....

jawapan u pn betul gak.... huhuhuhu. tahniah....
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 Author| Post time 19-3-2008 11:09 AM | Show all posts
soalan baruuuuuuu.....

2^x = 3^y = 6^z.... ( ^ = to the power ) , find value of x, y, z.....
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Post time 10-4-2008 12:29 AM | Show all posts

Reply #96 micha's post

x = 0
y = 0
z = 0

sbb sume same dgn 1.. tul ke??
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 Author| Post time 12-4-2008 02:48 AM | Show all posts

Reply #97 test1234's post

yes. great..... congrates
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Post time 14-4-2008 03:13 PM | Show all posts
takdo ke soklan baru?? huhu..
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 Author| Post time 15-4-2008 05:06 AM | Show all posts
pakai equation sama,

2^x = 3^y = 6^z,  express z in term of x n y
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