Printed in the Republic of Korea
− −
(2000. 2. 14 )
A Study on the Effect of the New Teaching Strategy Facilitating Reflective Thinking in the Learning
of the Particulate Nature of Matter
Do Wook Kim
Department of Science Education, Kongju National University of Education, Kongju 314-711, Korea
Received February 14, 2000)
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jG Ge ] k)]lmn, opmn, -./ q8ra, Ysmn t L u01 vwxA. N1yz { 4 |}J 29_ jG Ge
~] Ge(MM Ge) Jhi 9: u] ,
2 'J jG Ge /2O 9:S 4a l A u]A.
ABSTRACT. The purpose of this study was to design the new teaching strategy based on the particulate model facilitating the reflective thinking (RE-PM) in the learning of the particulate nature of matter, and to investigate the effect of the new teaching strategy in compare with the traditional teaching strategy (TS-PM) after treating with new teaching strategy on preliminary teachers of elementary school. The problems of traditional teaching strategy are as follows: 1) Most of students didn't think the particulate model connected with practical material.
2) Most of students have a tendency of the rote memory on learning of the traditional particulate model. 3) The ratio of changing the view of continuous matter into the view of particulate nature of matter was very low, after learning the particulate model using of the traditional teaching strategy. The new teaching strategy facilitating the reflective thinking was more effective on the understanding of particulate nature of matter and the driving of moti- vation than the traditional teaching strategy in the learning of the particulate nature of matter.
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-./ q8 ra V9%’; 8 ! 9Z @:, 8J V9% w¤8_ g 3 l w¤8 rÊõA. 9 ò9 9ZJ ‘
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@:, 9K ò9 9ZJ u_ 3k ý01 8 @0 QQ ý_ :*, ÿ*, Y* -. J -./ ôY ²J ý]A. P N
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r8 ~01 ! k) ³q @ 0, K k) #$ SAS 1¥ ] Z ! ôõA.
! "#$ %&' () 1) 01 'J P
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'J N2O PQ % R
pJA.
ý 1_ 01 'J [
] 4:, 78 9:; <=2>
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àÇ ] 4g?’ J P N, J
P_ í à±% &õA: @A.
Table 3_ ý 3(‘- 'J K jGP , - ¯ B [d -
] àÇ ] 4g?’ ]³) J P
N; vwÑ u]A. jGP , -
¯ B [d - ] à±% & ]³1
“ ?] . ]% & -.]f1
PQ] v% &õA. -v ; a
`Y T MP /Ä2O PQ Yg iY T
]A. 01 u] Y T PQ % &A”, “q É H2O Á
H2O; /2>% R”, “AÇ -.] PQ
”, “1 /] ?”, “- J k)] A±¯
q8hi 4Y Ã $ 2 É6 -_ H-O-H ]Ò k) $ -1 PQ ]% MP ¼ PQv% &A.”, “M P 4i 9-
1 PQJA u_ 4 `
jGP ¥ -* ¥1 2Q '
, ]u] Uª]A : åñ : ¥¯ !A.”,
“- ¥ v G01 : Y T ”, “- l G1 PQ YA - J u
PQJ u A.” D] 4A. ]J N
_ 01 'J P | G¤ g M- N2O PQ % R ] 4 u !A.
2) 01 ' S T UVW XY ' 9Z [\]
^_ ] 4A.
y P] ; l 'J [] 4 (, D) ¥1 Ys P] «0v, ; l 'J [] ` _ PQ % R :, 'J Z v Z % R u0 1 vwxA.
ý 4 ‘ ù ùg $ 7 n -( Y)] BA. ] -. G Y1 J
T i!¯ j%; ¥"01 l 2à’.]
A. ] J P E; Fig. 3 vwA.
ý 4 J N; -./ ³q1 J N; Table 4 2 @A. ! # 7
$l 'J [] 4 ù, ù, - J
l J P í /
q8 : 4 u01 vwxA.
3) 01 ` ] 'J K a , -./ -./01
#$2>% R P Fb] cd ^_ ]
4A.
01 `]
'J P G01 -./ q8 ra;
Table 1. 1( !"# $
%& '() !#*?) +, -./
-.01 234(5) %
1(!") 2(6")
32 0
100.0 000.0
Table 2. 2(7 8& , 9 :;<=
> & ?@A B CD 7 8) EFG ) !#*?)
+, < -./
-.01 234(5) %
1 (EFG") 2 (EFH$ IJ") 3 (KL)
0 0 32 00
0.0 100.000
0.0
ôY ² ! ‘ -./ q8 ra V9%’1 V9, J N; Table 5 6 2 @A. ý
È ó]g 40v, ý B1-B9 J *
%&01 F ! n, C(, / -./)]
37.0%, C&D(, / Þ, /01
]G)g 14.3%, D(Þ, / -./:
/)g 42.3%1 vwxA.
ý B10-12 J * %&01 F !
n, C(, / -./)g 25.4%, C&D(
, / Þ, /01 ]G)g
3.2%, D(Þ, / -./: /)g
60.3%1 vwxA. ]J N_
!# 7$l 'J [] 4 -, Y
_ Ys %, 'J [] `
l -./01
% R P Fb] ^_ u !,
A -./ q82>Ó L
516 J g Î}
A ®2O A.
4) 01 ' S T Ge01 ' f1 -. J 9:
Table 3. 3(‘7 8& , 9 :;<= > & ?@A B CD 7 8) EFG ) !#*?’ -.) 0) +, <M -./
-.)0 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
23
%
3 9.4
5 15.6
1 3.1
2 6.3
2 6.3
1 3.1
3 9.4
2 6.3
1 3.1
4 12.5
1 3.1
1 3.1
1 3.1
1 3.1
1 3.1
3 9.4 0-N-.
1-O PQ)RS. O Q)$ I# )T <U) PV". 7W X Y? Z 3 6K [ \<= ]^_
<U@K* `K [)". # Oa Q# b) RK [ <U@$ I#".
2-1& \c Q$ IJK [
3-*d ^e, *d)$f <Ug Z !".
4-\<= *(h Y? ij& kl$ IaT $% $%a m ij& kn b, <= )o@p -oq 4 !A '( b ) Rr s$ )taf 'uK [)".
5-N%a v @p 4w^e '( b x b)r# <U) y M$ I#".
6-1 'uz H2O{ 4i| H2OX ^}$ ~. "G )r <U, ) PB". +,
) "HA 1 !K ^e '( H-O-H ) <U )$ \<= <UW$ I#".
7-, b +g K mAd '( ) 6"()t ). X M 7X D O 4 !3 A fM D
M @ Y? g QA a K mJ& b)"(8c^). \c <=^# )t) a "*F$ I#".
8-, ' Kg@p !& [# & Q 8& E ¡ ".
9-\c <= ! & ¢ <U,"# b !& 4 6& f Rr :;<=# £ + ^U
¤ & Q¥, )b) N¦)"rp §s@p ¨A ©". & ª @W +;a Qp «K [, +g
¢ ;¬ <U@KQ"# +, bf <U, b x".
10-KL
11-& *$p Y? , b) ® 1& )o, )t )g¯K [
12-& °& [ 2±² PQ)R³ ´
13-8Q"# sµ¶ ·K@#hf C& ¸K [
14- 1¬# 7* Q)$ I <U) kl$ I#".
15-\c ¹º@# »¼# ½^»¼)K [ <U) ¾A W$ I#". :; <= Oa 4 !# ½^»¼)".
Fig. 3. 4 +, <M -..
Table 4. 4 +, -./X 7¿, /
-.01 234(5) %
C C & D D
00 00 32
00.0 00.0 100.00 C: >¤ À , C& D: >¤ À Á
>¤ Àa Â);¬, D: Á> ¤ À
(¢¤ À)
g Ge Jhi 4i jG Ge01 /2>% R ] 4A.
‘-. n à± ñi; PQv 1 i 2 à’ J N(Table 7); l n, P
| 19.0%g ‘’ : :, 14.3%g ‘ÿ*, Y
*, :*’1 0, 9.5%g '1
A. QQ ³q Ge1 l n,
Ge(Scientific Context: S) Zi1 J P_
47.6%]:, jG Ge(Everyday Context: E)01
J P Fb_ 14.4%]:, Ge jG
Ge í 9Z Zi(S&E)1 J P F b_ 28.6%]A.
] _ N1yz ô 4
01
01 G¤ Y 'J P | G¤ M ¬¨ MG(2 + G) (,
, ], ) J $ (p2 +
) /+; ]l % R [\] 4A ,
P y] J $ ]l
% R [\] 40, $ %® 'S T U
VW Y+01 XY [\] 4 D] 4A.
516 01 8
'] k)#$; ²J q J (; l14-16 78 9:; <=2>: jG
Ge /2O g±I (RE- PM: Reflective Thinking & Everyday Context-Particle
Model) :? @A. 78 9:; <=2
> _, M- N 23 4 _ i) g?
³p' S 4:, j7$S 4
_ i) g? -./01 Ë
AÌ #$23 4 _ i)
g? J ~?01 :?B u]A.
Table 5. B1-B9 +, -. +, 7¿/(ÂÃ)
B1 B2 B3 B4 B5 B6 B7 B8 B9 ÄÅ
N C DC&
D E
0 47.6 38.1 14.3 0
0 4.8 85.7 9.5 0
0 9.5 81.0 9.5 0
0 76.2 19.0 4.8 0
0 42.9 23.8 19.0 14.3
0 57.2 19.0 4.8 19.0
0 52.4 19.0 23.8 4.8
0 14.3 57.2 19.0 9.5
9.5 28.6 38.1 23.8 0
1.06 37.0 42.3 14.3 5.3 B1: ÆÇ, B2: È4 , B3: Â É#, B4: aB ÊË, B5: %Ì, B6: Í, B7: ÎÏÐ, B8: Ñ > ÒK, B9:
ÓÔkÕ Ö×, C: >¤ À , C& D: >¤ À Á>¤ Àa Â);¬, D: Á>¤ À
(¢¤ À), E: KL, N: N-.
Table 6. B10-B12 -. +, 7¿/(ÂÃ
)
B10 B11 B12 ÄÅ
N C D C&D
E
4.8 38.1 47.6 4.8 4.8
4.8 19.0 61.9 4.8 9.5
4.8 19.0 71.4 0 4.8
4.8 25.4 60.3 3.2 6.37 B10: Æ > !# ØrË P ÒK, B11: ;Ù Ø rË P ÒK, B12: *Ú^ ØrË P ÒK, C: >
À , C&D: >¤ À Á>¤ À a Â);¬, D: Á> ¤ À (¢¤ À), E: KL, N: N-.
Table 7. 5(@ EFH# s X <UW# + Q
^F) +, -. /
-.01 % ;Û7Ü
0 1 2 3 4 5 6 7 8 9 100 110
9.5 19.00
9.5 14.30
4.8 4.8 4.8 9.5 4.8 4.8 4.8 9.5
S S S S & E
E E S & E
S S & E
E S & E 0-N-., 1-7, 2-ÝÜ(Þß, 4à, ØÔFH, DrÕ, áà, à, âãä, 4à), 3-å£, K£, p£, 4-7, 5-Ð, 6-æ, 7-*Ô(7ç), è*Ô, 8-N<, 9-é , 10-ê 11-ÒK S: ;Û, E: :; ;Û, S&E: ;Û :;
;Û ë o@# o
*¨+ q17 YCl 516
] %,D ³Ï2O 78 9:; <=23 4ï S 4A. 'g , -./
(C1) ³ : 4 [d 2+ $ G (R1)_ ]lS 40v, p2+ G(R2)_
µ¯ ]lS `A. È , -./(C1)
p2+ G(R2)9] ,D 1] ³Ïh:, ]
J ,D 1 lù r , -./(C1)
-./(C2)9] ,D 3] ³Ïh: , D 3 lN Y ²l ' 78 9:; l , -./(C1) -./(C2)01 k ) #$ ¯ BA.
]: Ge (TS- PM) J E; Fig. 5 2 @:, 78 9:;
<=2>: jG Ge /2-
(RE-PM) J E; Fig. 6 2 @A.
]: Ge (TS- PM) E ù ùg 7l Yg h
$7 g±ä T 'g ³ : 4 ¼k)
(C1: ù -., ù -., Y -. !
'g ³ : 4 , -./) 2 +
$ G(R1: 2 + ]% &
M- ù, ù, Y) 2 % &:,
k)(C2: -./ !Y ù ,
ù , Y ) p2 +
$ G(R2: M-] . G/ $Ú-
ù, ù, Y) 2 Y T , -.
/ ³ : 4 ' [d ' %
V 4 , -./ 78 9:; J ³p ' % R :, ñ0¾ 516 '
(!Y Fig. 5 2B r); %V 12> Y+ ' ¯BA. ] ] Y+
01 'J [d Fig. 5 2B r pa
±n ¥" Ys '] jiöA. ]J '_ i) 'g ùYß; Ô¶ T J #a M
- ] ` ¿v2 ùYß V, 34
ù Yß Se, ]56 ùYß Y; UVW Y +01 XY ' _ '] jiv¯ BA.
78 9:; <=2>: jG Ge /2-
(RE-PM) E ù ùg 7l Yg h $7 g±ä T ñ0¾ M-] . G/ $Ú- ù, ù, Y; Zi1 2 ]: Ge
A±¯, 2 + $ G(R1: 2 + ]% & M- ù,
ù, Y) p2 + $ G(R2: p2
+ ù , p2+ ù, p2 + Y) 2 2l 7018 ,
-./ ³ : 4 ' [d a '
%V 4 , -./ 78 9:
; l 'g ³ : 4 ¼k)(C1: ù - ., ù -., Y -. ! 'g ³ : 4 , -./) k)(C2:
-./ !Y ù , ù , Y )01 k) #$ '] jiv
¯ S 4A. ] T 2 + $ G(R1) _ Ge 2 +a 1 % 78
9:; <=2>: jG Ge /2-
(RE-PM) 'g ]p g%: 4:,
' ¯ Â9J jG Ge 2+; ]Zl
'g ³p ' ; Æ: 4a @A (Fig. 6).
]: Ge (TS-
Fig. 4.ìºí ¤$ îï 1.
Fig. 6.ð pX ñò^}p :; ;Û ^ó ¢
8 4 Âô(RE-PM) .
Fig. 5.Âõ)p ;Û ¢8 4Âô(TS-PM) .
PM) ; AÇ E; Fig. 7 2 @:, 78 9 :; <=2>: jG Ge /2- (RE-PM) E; Fig. 8 2 @A.
]: Ge (TS- PM) ; AÇ E; Fig. 7 2 @:, 78 9 :; <=2>: jG Ge /2- (RE-PM) E; Fig. 8 2 @A.
]: Ge (TS- PM) E - g% G(:*, ÿ*, Y* G
); g±ä T 'g ³ : 4 ¼k)(C1:
:*G -(<ï), ÿ* G -, Y* G -(
Y) ! 'g ³ : 4 , - ./) 2 + $ G(R1: 2 +
M- <ï, -, Y) 2 % &:,
k)(C2: -./ !Y -
) p2 + $ G(R2: M-] . G / $ Zi -, :*, ÿ*, Y*) 2 Y T , -./ ³ : 4 '
[d ' %V 4 , -./
78 9:; J ³p ' % R :, ñ0¾ 516 '(!Y Fig. 7 2B r
); %V 12> Y+ ' ¯B A. ] ] Y+01 'J [d Fig. 7 2B r pa ±n ¥" Ys ']
jiöA.
78 9:; <=2>: jG Ge /2-
(RE-PM) E - g%
G; g±ä T M-] . G/ $ Zi
:* G -, ÿ* G -, Y* G -
Zi1 2 ]: Ge
A±¯, 2 + $ G (R1: 2 + M- <ï, -, Y)
p2 + $ G(R2: p2+ :* G
<ï , p2+ ÿ* G -, p2 + Y* G Y ) 2
2l 7018 , -./ ³ : 4 ' [d a ' %V 4 ,
-./ 78 9:; l 'g ³ : 4 ¼k)(C1: <ï, ÿ* G -, Y -.
! 'g ³ : 4 , -./)
k)(C2: -./ !Y -
)01 k) #$ '] jiv¯ S 4A (Fig. 8).
*+ ,- . ! "#$(TS- PM), / +0 123+ 4 .
! "#$(RE-PM) 5, 6"
1) 78 9:; <=2> (RE-PM)
HI K -./ q8ra V9 N
78 9:; <=2> (RE-PM)
HI K -./ q8ra V9 N;
Table 8 2 @A. ý B13, B14, B15 J
N; J N P] -./
q8 : 4 u01 vwxA. ]J N 7 Fig. 7. Âõ)p ;Û ¢8 4Âô(TS-PM) .
Fig. 8. ð pX ñò^}p :; ;Û ^ó ¢
8 4 Âô(RE-PM) .
Table 8. RE-PM 4 Âô l 9 ¢ 13
/
-.01 B13 B14 B15 C
C & D D
0 (0 0.0) 0 (0 0.0) 32 (100.0)0
00 (000.0) 00 (000.0) 32 (100.0)
00 (000.0) 00 (000.0) 32 (100.0) C: >¤ À
C&D: >¤ À Á>¤ Àa Â);¬
D: Á> ¤ À (¢¤ À)
B13: 0X k^ 4öa ÷+& [ øa ùú g Q^F?
B14: ûr))Ë WF# K£X k^ 4öa ÷ +& [ øa ùúg Q^F?
B15: ü3X k^ 4öa ÷+& [ øa ù úg Q^F?
8 9:; <=2> ]
-./ q8 ¯ Ó cd L
u !A.
2) 78 9:; <=2> (RE-PM)
HI K, ‘ Ge (TS-PM) 78 9:; <=2> jG
Ge (RE-PM) | i ~]
k) ]l t L] : PQ g?’ J
N; Table 9 2 @A. J P íg
]: Ge A 7 8 9:; <=2>: jG Ge
] L] : @A.
78 9:; <=2> (RE-PM)
HI K, ‘TS-PM RE-PM | i ~]
t ¨p4g?’ J N; Table 9 2
@A. J P | 84.4%g Ge
A 78 9:; <=2>
jG Ge ] t ¨p4A:
@A.
78 9:; <=2> (RE-PM)
HI K, ‘TS-PM RE-PM | i ~]
Ys Ó t L] : PQ g?’
J N J P | 84.4%g
Ge A 78 9 :; <=2> jG Ge ]
t L] : @A.
78 9:; <=2> (RE-PM)
HI K, ‘P ¯ g±I¯ h
T TS-PM RE-PM | i ~ ¼= >g?’
J N J P | 96.9%g 78
9:; <=2> jG Ge
¼= >A: @A.
78 9:; <=2> (RE-PM)
HI K, ‘ý 10(TS-PM RE-PM | i ~
¼= >g?’ J ]³) J N
; Table 10 2 @A. RE-PM~ ¼= ]³1 “TS-PM M -W T ÅY i¦dv RE-PM [dH? M- @ Éd¯ h n MP GY Y µA.”, “ ¯ TS-PM H? g±ÂAn -. k k)01 ô¯hi É6 u MP PQS ` u]A.”, “RE- PMH? g±A´ M- /2O PQS 4 u ]A.”, “M- @ +2O g±Af1 ]
t ÂB× MJ G C¯ l f1 t Y
01 YsBA.”, “TS-PM_ DU k) ]
Y] i ,]v 2% , ¼ Z]
³1dv MP ¼ iY $] ] ] ^_ E F: 4 u A. ¥v RE-PM 1 Édn $] G H] . MP ÏIS 40 JK gL¯, ³M¯ PQS 4A.”, “TS- PM ] n I|J N ! MP Z]
h% & u A. y; ²J 1 pg 4 A.” D] 40, ]J N_ RE-PM ~]
~ A L] u !A.
‘78 9:; <=2> ]
-./ q8 Ó aO] hg?’ J
P N ‘aO] hA’ : J P]
100%1, ]J N 78 9:; <=2>
] -./ q82>
Ó L ~ u01 l 4A.
!, " #$ % & ' ()*+
, -./ -./01 #$23 4 516 01 78 9:;
Table 9. 6-9 +, -. /(4w9)
5(%)
TS-PM ×ý@" RE-PM
6
7
8
9
0(0.0) 5(5.6) 5(5.6) 0(0.0)
0(0.0) 0(0.0) 0(0.0) 1(3.1)
32(100) 27(84.4) 27(84.4) 31(96.9)
TS-PM: Âõ¤ ;Û ¢8 4Âô
RE-PM: ð pX ñò^}# :; ;Û ¢8
4 Âô
6: Âõ¤ ;Û ¢8 4Âô(TS-PM)
ð pX ñò^}# :; ;Û ¢8 4 Âô(RE-PM) þ ÿ) )g )rp
<U@#*?
7: TS-PM RE-PM þ 4 ÿ) ºk!#*?
8: TS-PM RE-PM þ ÿ) ¢8& K@
#h )rp <U@#*?
9: a * <MA ¢8& *HlA
& [ TS-PM RE-PM þ ÿ& @#*?
<=2> :? @A. :?B 78 9:; <=2> CD
EF9; G01 HIJ K, 78 9:;
<=2> L;
F @A.
01 1)
Table 10. 10( 9 +, -.)0) +, <M-./
-.01 234(5) % -.01 234(5) %
0 1 2 3 4 5 6 7
2 7 4 2 1 1 1 1
6.3 21.90 12.50 6.3 3.1 3.1 3.1 3.1
08 09 10 11 12 13 14 15
1 2 5 1 1 1 1 1
3.1 6.3 15.60
3.1 3.1 3.1 3.1 3.1 0-N-.
1-TS-PM# \c & ?& [ E K DW RE-PM CD² \ 'DA \<= ;K@K ¾".
- MA TS-PM² *Hn" # a ÓA '( b& \<= <Uq 4 6& b)". RE- PM² *H \ ^_ <Uq 4 !& b)".
- \& ¼^_ *HT A n ÷\, ;& mA g T |Ka KB".
2-TS-PM# )t)K [ ) ;¤ ;; > )Ô ò". W RE-PM )t)K# @W \<=
?@# £X *$p *Hl n K 0 )".
- \c & og 4w@K [ :;<= ¬3X *$p £X Q# O& *$A kX
4 !& b x".
- :;M& ) )oa kX 4 !p M& [ <Ug 4 !# & $RA b x".
3-1& Q y )g@p Kq 4 !". )MA# £& )o@# b) K F m& b)". çf 5@# bQ" ;)r3 1& *$p & 5@# b) ".
4-$S$ 1& õg )Ô K [ )g@K* M". \c¤ ¢t¤ <U
& * 4 !3 $3g ,".
5-TS-PM# N )t¤ K7) M >)W ^$ > qo) 0DW \<= `K )r
# 4w) )M Ð& !p !# b x". W RE-PMa ) " #) ® \<= $q 4 !a¥ %&
*'A, 0(A <Uq 4 !". TS-PM )t¤ lþ, )@ \<= o) P# b x". Ò*X , 8
f k* !".
6-\º *| ÷+, & QJ& [ k+& ,".
7-p & - @#Wrp ,"
8-W <U) >¤ )r# b& Ó 4 !p, W +, Q# U3X "HA . ,"p <U".
9-TS-PM x 71a 'D# b Q" RE-PM ÿa @ \c £ ÷+r# b) *'A /ò". TS-PM
1f& WL0p, RE-PM \c{ / ¾p ºk!& b x".
10-$S$ TS-PM ÿ& )o, & g". F1 '( RE-PM ÿ& ?@¥, TS-PM ÿ + RE- PM ÿ& 3¢," Q" )r <U@¥, RE-PM ÿa & 1^ó 9 TS-PM ÿ& \^,"
". TS-PMQ"# RE-PM) Ò* ! $Ô& 2 «¥ ÷\@A ¤%^3 4 !& b x". h RE-PM
& 'Dp TS-PM3 M ) & )@". RE-PMÿa $3@ Çþ) y¥ kX 4p ºk!A 4w 5@
r <U,". RE-PM x) q CD :;<= ¢ & <Ug 4 !p, ¢M) 6A ) )Ô 7#$X ¾A )gq 4 !& b x". TS-PM& @# b Q" RE-PM ÿ& & [ k(p ^ef @p 8W#
b) Rr ¼> K m& b)".
11-RE-PM ÿ3 ¾$# I& b)". RE-PM CD \c Q)# ") ð${ ú ;Û 4 6# 7X
/^}# b3 9 b)".
12-TS-PM ÿ ;)p `A /$p :r ºk* 2@". ð RE-PM ÿ \& 3¢a )g* ¾
p k ¤ 4w) 4 !& b)".
13- k^»¼X 8& õ@ c^@# b) )g* 4;q b)".
14- TS-PM ª ·K%)r# <U) ". RE-PM £ 1¬X Q :*X ÷+@K [ )M& *H<
[ K) Fr <U,".
15- TS-PM x ÿQ"# k^»¼{ ½^»¼X ^ c^@ *Hl# b) & b x".
M- N2O PQ % R , 2)
'S T UVW XY ' 9 Z [\] ^_, 3) `] 'J K a , -./ -./01 #$2>
% R P Fb] cd ^_, 4) -. 'S T Ge01 ' f1 -. J 9 :g Ge Jhi 4i jG Ge01 /2>% R D] 4A.
78 9:; <=2> -'
?_ Ge01 2h
-' Ð jG Ge
Ge N2O 7018 ' %V , 4
/Äh ¼k) Gß©Z ! , -./
-./01 #$23 4a :?J u]A.
Ge (TS-PM)
78 9:; <=2> jG Ge
(RE-PM) L; FJ N RE-PM
] k)]lmn, opmn, -./ q8 ra, Ysmn t L u01 vwxA.
78 9:; <=2> (RE-PM)
HI K, ‘TS-PM RE-PM | i ~ ¼=
>g?’ J ý , RE-PM~ ¼= ]³1 “TS-PM_ M -W T ÅY i¦dv RE-PM [dH? M- @ Éd¯ h n MP GY Y µA.”, ¯ TS-PMH
? g±ÂAn -. k k)01 ô¯hi É 6 u MP PQS ` u]A. “RE-PM H? g±A´ M- /2O PQS 4 u]
A.” D] 4Ó, ]J N]
29_ jG Ge ~]
Ge(MM Ge) Jhi 9:
u] , 2 'J
jG Ge /2O 9:S 4a l A
u]A.
;J N ($) D $
1¥ -' J 5
16 ® #$g Î} , 78 9:; <=23 4 (RE-PM )] A L
01 Z 40f1, RE-PM
J Å¿Ç ]l Z ~? J % , P¢] Î} A u 29JA.
1. , 1992, 12, 35.
2.
; , : 1991.
3. Novick, S.; Nussbaum. J. Science Education 1978, 65, 187.
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, : 1989.
6. '(, )(, (*+ ! " #$
%&; , : 1991.
7. ; ; ,- 1996, 15, 305.
8. Anderson, C. W.; Berkheimer, G. D. Matter and Mol- ecules. Teacher’s Guide: Science Book; Institute for Research on Teaching, College of Education, Michigan State University: Occasional Paper, 1988; No 121, 122.
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10. ; ; !; "#$
1998, 18, 161.
11. ; ; ! 1999, 19, 128.
12. ./ !0* 12 345 6%
; , : 1997.
13. %&' Anderson 789: ;<1 ,- 6=
>!$ ? @AB C; ( , )*(: 1997.
14. "+; ,; &-; ; D EF "
G H I ?J; )*( ./
01 234: 1999.
15. 56 "K LMN OP QR SFN &'T U
: 1991.
16. Morris, J. GCSE Chemistry; Unwin Hyman: 1989.
17.789 [\ 1989, 7, 1.