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7/21/2019 kogntf
http://slidepdf.com/reader/full/kogntf 1/12
SOAL 32
DATA INDUK PENELITIAN B DATA POSTTEST K
No. Kontrol Eksperimen Panjang kelas = k = 1 + 3,3 lo
Postest Postest 40 Diketahui : n = 35
1 83 89 44 log n = 1.5441
2 40 82 4 3!3 log n = 5.0"54
3 # 93 50 1 $ 3!3 log n = .0"5
4 #8 80 53 k =
5 64 53
#3 68 55 %entang = Nilai tertinggi &nilai t
# #1 86 5 Nilai (ertinggi = "3.0
8 #" 69 5# Nilai (eren'ah = 40.0
" 8 38 5# %entang = 53.00
10 5 57 0
11 # 79 1 )nter*al = %entang + kelas
12 44 48 1 )nter*al = 8.83
13 8 74 )nter*al 'i,uat = ".0
14 1 76 #
15 4 90 8
1 80 77 8
1# ## 56 8
18 #8 78 #0
1" #0 76 #0
20 8 86 #1
21 50 55 #3
22 80 75 #4
23 81 79 #
24 55 54 ##25 0 67 #8
2 82 58 #8
2# "3 82 #"
28 5# 57 80
2" 81 78 80
30 53 72 81
31 #0 86 81
32 1 90 82
33 5# 54 83
34 #4 89 "3
35 53 70
3 54
N 35 3
-umlah 235 258
%ata&rata # #2 B. DATA POSTTEST E
D 12.#43 13."08" 38
/ariansi 12."2## 1"3.45#1 48 Panjang kelas = k = 1 + 3,3 lo
aksimum "3 "3 54 Diketahui : n = 3
inimum 40 38 54 log n = 1.553
54 3!3 log n = 5.1358
55 1 $ 3!3 log n = .13
UJIT !a"#$%ng E1 &engan E2 56 k = n1 = 57
44 53
0
2
4
8
10
12
P
' ( e k ) e n s %
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No %esp
2
g n Distri,usi ?rekuensi 12
)nter*al
(engah @rekuensi 15
inter*al 21
40 & 48.0 44 3 30
4".0 & 5#.0 53 # 35
58.0 & .0 2 4 24
#.0 & #5.0 #1 " 10
eren'ah #.0 & 84.0 80 11 28
85.0 & "3.0 8" 1 33
-umlah 35 25
14
32
5
KN(% 3
44 3 "
53 # 13
2 4 20
#1 " 1"
80 11 31
8" 1 #
34
11
1#
4
188
1
22
23
2"
2
1
2#
No %esp
"
12
g n Distri,usi ?rekuensi 24
)nter*al (engah @rekuensi 33
inter*al 3
38 & 4.0 42 1 21
4#.0 & 55.0 51 5 1#
5.0 & 4.0 0 5 105.0 & #3.0 " 5 28
2 #1 80 8"
E( KN(%
KN(%
N%la% Tenga$
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eren'ah #4.0 & 82.0 #8 12 2
83.0 & "1.0 8# # 5
"2.0 & 100.0 " 1 25
-umlah 3
8
35EKPE%)EN 30
42 1 13
51 5 22
0 5 14
" 5 1"
#8 12 1
8# # 18
" 1 2"
11
23
42
2#
#
20
31
1
34
15
32
Kontrol Eksperimen 3
3 1
# 54 5
" 5
11 12
1 #
0 1
" #8 8# "
E( EKPE%)EN
KPE%)EN
N%la% Tenga$
0 " #8 8# "
T KONT*OL s EKSPE*I!EN
Kontrol Eks perimen
N%la% Tenga$
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'ata urut A. UJI NO*!ALITAS POSTTEST K
40
44 1. Aipotesis
4 A0 : ampel ,erasal 'ari populasi Bang ,er'istri,usi normal.
50 A1 : ampel ti'ak ,erasal 'ari populasi Bang ,er'istri,usi normal.
53
53
55 No i @i Ci ?Ci6 Ci6
5 1 53.0 3 &1.12 0.1314 0.085#
5# 2 3.0 5 &0.34 0.3" 0.228
5# 3 .0 1 &0.10 0.402 0.25#1
0 4 #2.0 " 0.3# 0.443 0.5143
1 5 #5.0 5 0.0 0.#25# 0.5#1
1 #8.0 2 0.84 0.#""5 0.#143
# 81.0 4 1.0# 0.85## 0.828
# 8 84.0 1 1.31 0."04" 0.85#1
8 " 88.0 2 1.2 0."4#4 0."143
8 -umlah 'ata 35 maks
8 -umlah 235.00 ta,el
#0 %ata&rata # Kesimpulan
#0 D 12.#43
#1
#3 3. tatistik ;i
#4 Dari ta,el 'iperoleh o,s = maks ?Ci6&Ci6 = 0.2031
#
## 4. Daerah kritik
#8 DK = Fo,s G 320!056 0.14"8
#8#" 5. Keputusan ;i
80 Dari Aasil perhitungan 'iperoleh o,s 0.2031 > ta,el
80 ampel Herasal 'ari populasi Bang ,er'istri,usi t'k Normal
81
81
82
83
"3
235.0
'ata urut B. UJI NO*!ALITAS POSTTEST E
38
48 1. Aipotesis
54 A0 : ampel ,erasal 'ari populasi Bang ,er'istri,usi normal.
54 A1 : ampel ti'ak ,erasal 'ari populasi Bang ,er'istri,usi normal.
54
55
56 No i @i Ci ?Ci6 Ci6
57 1 53.0 1 &1.35 0.0885 0.031357 2 .0 3 &0.42 0.33#2 0.1250
2. Komputasi :
2. Komputasi :
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58 3 #2.0 5 0.01 0.5040 0.2813
64 4 #5.0 1 0.23 0.5"10 0.3125
67 5 #8.0 5 0.44 0.#00 0.488
68 81.0 4 0. 0.#454 0.5"38
69 # 84.0 5 0.8# 0.80#8 0.#500
70 8 88.0 1 1.1 0.8##0 0.#81372 " "1.0 1 1.38 0."12 0.8125
74 10 "4.0 3 1.5" 0."441 0."03
75 11 "#.0 3 1.81 0."4" 1.0000
76 -umlah 'ata 3 maks
76 -umlah 258.00 ta,el
77 %ata&rata #2 Kesimpulan
78 D 13."08"
78
79 3. tatistik ;i
79 Dari ta,el 'iperoleh o,s = maks ?Ci6&Ci6 = 0.1132
8082 4. Daerah kritik
82 DK = Fo,s G 320!056 0.15
86
86 5. Keputusan ;i
86 Dari Aasil perhitungan 'iperoleh o,s 0.1132 > ta,el
89 ampel Herasal 'ari populasi Bang ,er'istri,usi Normal
89
90
90
93
I=
ơ
&µ
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?Ci6&Ci6
0.045#
0.1383
0.2031
0.1300
0.08
0.0852
0.02"1
0.04#8
0.0331
0.085#
0.14"8
Normal
UJI O!O-ENITAS POSTTEST
A. Aipotesis
1.
Komputasi
2. ampel 1+ni&16
E1 35 0.028 1"3.45#1 2.28 ##1.0000 80.0305
E2 34 0.02"4 12."2## 2.2120 553".542" #5.20#8
-umlah " 0.0580 35.384" 4.4"8 12310.542" 155.2383
?Ci6&Ci6 = 999
0.028 = "0.03"# = 1#8.413#
A0 : ampel ,erasal 'ari populasi Bang homogen.
A1: ampel ,erasal 'ari populasi Bang ti'ak homogen.
ni&1
i2 log
i2 n
i&16
i2 n
i&16 log
i2
enghitung 2 = F ni&16 si2 + ni&16J
ni&16 s
i2
ni&162
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0.0"4
0.00#5
0.05"8 = 2.2514
0.0"" = "
0.1132 H = 155.3485
0.01400.0313
0.0031 ln 10 = 2.302
0.055" = 0.254
0.1132 = 3.840
0.15 Kep = Aomogen
Normal
enghitung H = log 26.ni&16
log 2
ni&16
enghitung 2 = ln 106FH & ni&16 log
i2J
2
ta,el 0!0526
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Uj% "%$ak kanan Asek Kogn%"%/
Ko0)"as% Da"a
Sa0el n *a"a(a"a a(%ans%
Ekse(%0en 32 18.#8125 53.4#338#
Kon"(ol 32 15.25 53.804511
Ko0)"as%
53.3#
S #.324
t 2.15
Daerah Kritik
Keputusan
Kesimpulan
%ata&rata selisih nilai kogniti@ sisLa kelas eksperimen le,ih tinggi 'aripa'a sisLa kelas kontrol
S2
M = 0.05 'k = n1$n
2&2 tolak A
0 ika t
hitung t
1&M n1$n2&26
Karena harga thitung
=2.15 G t0."526
= 1.# atau ,era'a 'i'alam 'aerah kritik! maka A0 'itolak
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83
)nter*al
(engah
40 inter*al
# 8 & Err:522 Err:522#8 Err:522 & Err:522 Err:522
Err:522 & Err:522 Err:522
#3 Err:522 & Err:522 Err:522
#1 Err:522 & Err:522 Err:522
#" Err:522 & Err:522 Err:522
8 -umlah
5
#
44
8
1
480
##
#8
#0
8
50
80
81
55
0
82
"3
5#
81
53
#0
1
5#
#4
53
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@rekuensi
3
"
#
5
2
32