Page 126 - Metode Penelitian Kuantitatif, Kualitatif, dan Penelitian Gabungan by Muri Yusuf (z-lib.org)

D
s
i
B
BAB 10 Teknik Analisis Data
n
k
k
l
i
n
a

i
A
s
T
0
1
a
a
t

e
A
B

t
o
a
t
T
Statistik A A A A A A Total l
a
t
S
i
t
s
k
i
1 1 2 2 a a
n n
∑x
∑ x
x
∑
∑x 2 2
x x
u
a
H
Hasilnya sebagai berikut: :
g
i
e
r
i

b
k
n
s
l
y
a

e
s
a
a
i
t
b
D
Daftar Statistik: :
a
a
t
i
t
r
i
t
k
f
a

S
t
s
a
t
T
Statistik
S t a t i s t i k A A A A A A Total l
o
1 1 2 2 3 3
4
2
n n 8 8 8 8 8 8 24
7
8
9
1
2
0
∑ x 20,7 14,8 2 5 , 4 60,9
25,4
,
,
6
4
∑x
0
,
,
5
,
7
9
∑x
7
2
∑ x 2 2 53,79 27,6 8 0 , 9 2 1 6 2 , 3 1
6
3
80,92
162,31
x x 2 2,59 1 1,85 3 3,18 2 2,54
,
,
,
5
5
9
1
4
,
8
5
8
F o r m a t t a b e l r i n g k a s a n a n a l i s i s A n o v a - A s e b a g a i b e r i k u t :
Format tabel ringkasan analisis Anova-A sebagai berikut:
J u m l a h
Jumlah
u
m
a
b
J

a
K
Derajat Kebebasan
r
t
a
a
S
Sumber D e r a j a t K e b e b a s a n Rata-rata JK N i l a i F
r
Nilai F
t
-
e
R
g
P
e
l
u
n
Kuadrat
a
V a r i a s i K u a d r a t ( (degree of freedomdegree of freedom) ) ( (mean squaremean square) ) ( (Fisher Fisher ) ) Peluang
Variasi
( (sum-squaresum-square) )
V
S SV J JK d db R RJK F F P P
b
J
K
K
J
A n t a r ( A ) JK a – 1 J K RJK

J
Antar (A)
K
JK
a
–
K

R
1
a a a a a a
R
a – 1
D
J
a

l
m
a
K
D
(
Dalam (D) ) a – 1 RJK
a a
N – a
JK
J
JK N – a J K
K
d d a a

a
N
N - a
-
-

K
1
a
t
T Tatal t) ) J JK N - 1
N
a
(
l
(
t

t t
Keterangan: a = cacah klasikasi kelompok A /jumlah perlakuan.
K e t e r a n g a n : a = c a c a h k l a s i  k a s i k e l o m p o k A / j u m l a h p e r l a k u a n .
0
4
9
7
0
,
,
5
8
,
2 20,7 2 2 1 14,8 2 2 2 25,4 2 2 6 60,9 2 2
4
,
J K = = + + + + + +
JK
A A 8 8 8 8 8 8 2 24
4
5

2
7

,

5
8
6
8
5
+

4
5
3
7
,
3
–
5
2

5
0
3
6
4
+
1
5
1
,
3
,

= = 53,56125 + 27,38 + 80,645 – 154,53375

5
3
6
3
1

5
4
1
5
–
,
5

7
5
2
6
,
8
1
161, 58625 – 154, 53375
J K = = 7, 0525
2
5
,
5
0
JK

7
a a
  2 20,7 2 2 1 14,8 2 2 2 25,4 
2 2
8
0
4
,
,
7
,
4
5
K
6
1
3

–
1
JK = = 162, 31 –   + + + +  
2
J
,
d d
  8 8 8 8 8 8  
5
2
8
6
3

,

–
6
1
1
,
6
1
5
1
2

a

a = = 162, 31 – 161,58625

k

k

a

t a

t

2
7
3
7

s 0, 0, 723755

s
u

u

p
p

a

i
i a

6

0

+
7
2
,

5
,
0

2
5
J
K

,
7
7
2
6
7

7
5
7

3
=
s

s JK = = 7, 0525 + 0, 72375 = 7, 77626

e t t

e
n

n

o

o

b
d

:
K

–

1

J
a
R
K
b
d
J

d db A A = = a – 1 RJK = = JK : db

d

n

i

i n

/

/

R
K

a
N
b
R
d
K

–
:

m db = = N – a F F = = KR : KR

m

o d d a a d d

o

c
c db N N 1

. .
b
1
d