2008-7-25 03:40 PM
特種偵察士兵
大家在數學功課有咩難題唔識做?
大家在數學功課有咩難題唔識做?我會盡快貼上答案
2008-7-25 05:04 PM
`乜囧.
全部= =
唔該幫我貼曬答案上黎thx:lol
2008-7-25 05:06 PM
w1ngYaN!`
回覆 #2 joemike188 的帖子
講得好A_A
回#1
唔該你啦喎=]
2008-7-25 09:16 PM
lilypolly
盡快貼上答案?
好呀!
十卜呀!
我係MATHs 白痴
2008-7-25 09:32 PM
特種偵察士兵
太多了,你可以把題號給我
2008-7-25 09:34 PM
Heib
[quote][b]原帖由 [i]joemike188[/i] 於 2008-7-25 05:04 PM 發表。 [/b][url=http://forum.eyankit.com/viewthread.php?tid=23851&page=1#pid210254][img]http://forum.eyankit.com/images/common/back.gif[/img][/url]
全部= =
唔該幫我貼曬答案上黎thx:lol [/quote]
我都係咁話
2008-7-26 12:22 PM
na_717
我做都未做lo-,-
2008-7-27 01:33 PM
`mR.H0
回覆 #7 na_717 的帖子
對.[].
2008-7-27 01:58 PM
XDD
我有題唔識:
3teachers and 5students line up in a row . Find the number of ways such that each of the following conditions are satissfied:
A) any two teachers do not stand beside each other
B) There are exactly two students between any two teachers.
C)On the left of student A , there is at least one teacher, and the number of students to the right of student A is more than the number of teachers to the leaft of student A.
2008-7-27 02:00 PM
某A
[quote][b]原帖由 [i]XDD[/i] 於 2008-7-27 13:58 發表。 [/b][url=http://forum.eyankit.com/viewthread.php?tid=23851&page=1#pid211932][img]http://forum.eyankit.com/images/common/back.gif[/img][/url]
我有題唔識:
3teachers and 5students line up in a row . Find the number of ways such that each of the following conditions are satissfied:
A) any two teachers do not stand beside each other ... [/quote]
又串人-3-'''
2008-7-27 02:10 PM
XDD
[quote][b]原帖由 [i]某A[/i] 於 2008-7-27 02:00 PM 發表。 [/b][url=http://forum.eyankit.com/viewthread.php?tid=23851&page=1#pid211936][img]http://forum.eyankit.com/images/common/back.gif[/img][/url]
又串人-3-''' [/quote]
我唔識ma xd
2008-7-27 09:53 PM
kelvinNg
[quote][b]原帖由 [i]XDD[/i] 於 2008-7-27 01:58 PM 發表。 [/b][url=http://forum.eyankit.com/viewthread.php?tid=23851&page=1#pid211932][img]http://forum.eyankit.com/images/common/back.gif[/img][/url]
我有題唔識:
3teachers and 5students line up in a row . Find the number of ways such that each of the following conditions are satissfied:
A) any two teachers do not stand beside each other ... [/quote]
好奸奸呀xdd
我個d好簡單
趣味題最後果題
2008-7-27 10:25 PM
XDD
[quote][b]原帖由 [i]kelvinNg[/i] 於 2008-7-27 09:53 PM 發表。 [/b][url=http://forum.eyankit.com/viewthread.php?tid=23851&page=1#pid212585][img]http://forum.eyankit.com/images/common/back.gif[/img][/url]
好奸奸呀xdd
我個d好簡單
趣味題最後果題 [/quote]
我計左xd
2008-7-27 10:27 PM
`乜叉.
我全部都唔識做呀:em35:
2008-7-27 11:46 PM
特種偵察士兵
回覆 #12 kelvinNg 的帖子
你是指你不會做那題,如果是,天才一個已PO左出來,他只有六組,其實是有8種
2008-7-28 03:12 PM
`乜名.
支持出哂全部xD""
2008-7-28 03:13 PM
`乜叉.
[quote][b]原帖由 [i]華dee[/i] 於 2008-7-28 03:12 PM 發表。 [/b][url=http://forum.eyankit.com/viewthread.php?tid=23851&page=2#pid213054][img]http://forum.eyankit.com/images/common/back.gif[/img][/url]
支持出哂全部xD"" [/quote]
x2[img]http://forum5.hkgolden.com/faces/agree.gif[/img]
2008-7-28 03:49 PM
特種偵察士兵
你想我死咩?
2008-7-30 11:46 AM
小海...
有呀.......好多....先第1章...
p.1.2(7)
p.1.4(3)
2008-7-30 02:55 PM
luv_lollipop
11.1(2d)
11.4(1,7)
12.4(12)
唔該請解答.
2008-8-26 11:17 PM
夢想幻滅
7月30日到依家都冇人回復???= = '
2008-8-31 08:17 PM
candy
有呀....果d係我個post度呀
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