The document appears to contain data and statistical analysis on students' test scores in mathematics and English. It includes descriptive statistics that calculate the mean and standard deviation for each subject. A regression analysis was also conducted, which found a moderate positive correlation (R = 0.718) between students' mathematics and English scores, with mathematics scores explaining around 50% of the variation in English scores.

1. No Nilai MTK Nilai B.inggris
1 30 50
2 29 52
3 27 40
4 31 65
5 28 45
6 27 40
7 28 40
8 27 36
9 27 42
10 27 36
11 29 59
12 27 36
13 27 45
14 31 52
15 28 55
16 30 65
17 28 64
18 27 55
19 28 40
20 28 45
21 27 39
22 30 52
23 29 55
24 27 40
25 28 45
26 27 40
27 29 50
28 29 55
29 27 47
Regression
Descriptive Statistics
Mean Std. Deviation N
Nilai MTK 48.1667 8.94459 30
Nilai B.inggras 28.2333 1.30472 30
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0000c029f06ee0c040000002e0118001c000000fb021000070000000000bc02000000000102022
253797374656d0006ee0c0000e4c7110072edc630b06516000c020000ee0c0000040000002d010
00004000000020101001c000000fb029cff0000000000009001000000000440001254696d65732
04e657720526f6d616e0000000000000000000000000000000000040000002d01010005000000

2. 0902000000020d000000320a5a0000000100040000000000ea0c9e0620142d00040000002d010
000030000000000
Variables Entered/Removed(b)
Variables Variables
Model Entered Removed Method
1 Nilai
. Enter
MTK(a)
a All requested variables entered.
b Dependent Variable: Nilai B.inggris
Model Summary(b)
Adjusted R Std. Error of
Model R R Square Square the Estimate Durbin-Watson
1 .718(a) .515 .498 6.34056 1.555
a Predictors: (Constant), Nilai MTK
b Dependent Variable: Nilai B.inggris
ANOVA(b)
Sum of
Model Squares df Mean Square F Sig.
1 Regression 1194.491 1 1194.491 29.712 .000(a)
Residual 1125.676 28 40.203
Total 2320.167 29
a Predictors: (Constant), Nilai MTK
b Dependent Variable: Nilai B.inggris
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253797374656d0006ee0c0000e4c7110072edc630b06516000c020000ee0c0000040000002d010
00004000000020101001c000000fb029cff0000000000009001000000000440001254696d65732
04e657720526f6d616e0000000000000000000000000000000000040000002d01010005000000
0902000000020d000000320a5a0000000100040000000000ea0c9e0620142d00040000002d010
000030000000000
0100090000037800000002001c00000000000400000003010800050000000b02000000000500000
00c029f06ee0c040000002e0118001c000000fb021000070000000000bc020000000001020222537
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20526f6d616e0000000000000000000000000000000000040000002d01010005000000090200000
0020d000000320a5a0000000100040000000000ea0c9e0620142d00040000002d01000003000000

3. 0000
0100090000037800000002001c00000000000400000003010800050000000b0200
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16000c020000ee0c0000040000002d01000004000000020101001c000000fb029cf
f0000000000009001000000000440001254696d6573204e657720526f6d616e0000
000000000000000000000000000000040000002d01010005000000090200000002
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