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發表於 2007-3-2 12:35 AM
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分3組4隻波子秤4 {) |! R$ U" M& [9 `
9 I! g# Y, j0 {+ [( j7 Z1 B7 d
Group A: 1,2,3,4- C3 u/ d, Y" ~( Z5 L, r
Group B: 5,6,7,8
3 H& B6 e" D+ C- W5 k/ j" eGroup C: 9,10,11,124 Y, F1 m3 U3 j% [9 d6 @. \! Y
Group D: 13% P$ O" _: D, w( G7 X
" N; T/ ^& q B' {3 v7 T6 G1 ~Round 19 @1 G( o* `9 B% N" K6 ?5 |
Group A vs Group B4 R; r. c5 N& [
如A and B一樣, 即較輕一粒在Group C or D
% w) A1 ?, j- l. X
8 A/ r0 V% r8 f4 ~; c0 K( ZRound 2& H* e7 T/ Q6 @& g% R! w9 @4 ~
再在Group C拆成:+ T& ]0 a' |# g+ V) [
Group Ca: 9,10; b/ Z! C4 [9 ]2 j3 X4 H! u
Group Cb: 11,12& e' k8 W7 C8 N1 `) z8 g& k
然後再秤, 如一樣, 即13為較輕一粒.
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# L0 o) h; a2 C* [' x9 @/ E! `如不同, 即較輕一組有一粒較輕波子在其中,
. Z5 O% N C% @( i9 ]; }9 d7 F要再秤, Round 3, 之後便知答案.
; ?% j8 y& p% {* L2 ?& b% F, y" J+ M: K! I* }: v1 J7 s4 K2 _4 b3 z% P& C
e.g. #1 假設10為較輕的一粒
9 l0 [, W6 }# j3 C# H/ k' S% RRound 1
) Y/ O+ }9 r. b" S1,2,3,4 vs 5,6,7,8 = equal. _. M% y2 G( Q8 ]" C$ T8 {' W" P
# ]6 A) b \& F! b+ M5 n
Round 2, n# q# K. _! W& z: j, `( }. t# a( r |
9,10 vs 11,12 = 9,10 < 11,12) r" e) b1 g: _' x& y# [
% [% X! F- s2 w( ]) B! C/ P" B1 E+ m
Round 3
9 y4 K- i! b7 B/ E9 vs 10 = 9 > 10) a. J2 z! Y% Q. y) l( k
, R' v [% f" X6 d
The answer is 10.
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! A: b$ ]6 j, p% `; P/ J' u& Z2 Q; `e.g. #2 假設7為較輕的一粒
, \* A5 Y$ E" }$ MRound 1
1 E/ r! v+ E7 g# N3 e1,2,3,4 vs 5,6,7,8 = 1,2,3,4 > 5,6,7,8
* o F4 W3 F$ o! | U! U0 W4 R, y- o2 Y" g: d
Round 22 `1 l7 _8 c) ~' e. v$ D
5,6 vs 7,8 = 5,6 > 7,8
7 F) \. n* y" j5 A/ X( y9 c3 J2 d
Round 3: T0 X2 @+ v5 k" o; V. r
7 vs 8 = 7 < 8
! V1 k- f' J, Q9 Q; u
! e+ O1 T0 u. S' jThe answer is 7./ r7 w" i e, R
- p- T! n% A0 A. M2 D" J7 s% O+ W" R
e.g. #3 假設13為較輕的一粒0 l1 i/ i2 d; P7 X1 X$ _
Round 11 R% e: A/ E/ p
1,2,3,4 vs 5,6,7,8 = equal
) S I% d3 d& _" J& x7 s$ h3 N! y! c" R: `& x' a& Y: ^
Round 2
) t3 N# j# K& H1 q# T1 @ x) [9,10 vs 11,12 = equal
, ?/ C$ L e3 E; n. T% |' t6 \- ~
2 |# Q% }* f$ Y0 S+ KNo Round 3
3 k# M+ j; K8 ^. k4 n5 ~3 p! r% m9 i3 `4 _/ S, ]$ a& C `% N9 h( ~
The answer is 13.
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唔知我答得正唔正確呢?! 
$ \* ?1 q0 S1 k, \3 c! J* L# y3 f+ c6 G5 r
[ Last edited by hello1997 on 2007-3-2 at 12:39 AM ] |
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