4.1.6 Halaman Info
Pada halaman info terdapat informasi tentang penggunaan aplikai. Tampilan halaman proses tab kriteria dapat dilihat pada gambar 4.8.
Gambar 4.8 Tampilan Halaman Info
4.2 Perhitungan Kompleksitas Waktu
4.2.1 Perhitungan Kompleksitas Waktu Algoritma Weighted Product
Perhitungan kompleksitas waktu dalam menentukan ranking mata pelajaran lintas minat kurikulum 2013 dengan menggunakan Weighted Product dapat dilihat pada
tabel 4.3.
Universitas Sumatera Utara
Tabel 4.3 Perhitungan Kompleksitas Waktu Algoritma WP No
Code C
C.
Private Sub
nilaiw 1
Dim w
As Double
C
1
1 C
1
2 Dim
sumw As
Double C
1
1 C
1
3 For
i = 0 To
4 C
2
n C
2
n 4
sumw = sumw + dgkriteria.Item1, i.Value C
3
n C
3
n Next
5 For
i = 0 To
4 C
2
n C
2
n 6
w = dgkriteria.Item1, i.Value C
4
n C
4
n 7
dgperbot.Item1, i.Value = w sumw C
5
n C
5
n Next
End Sub
Tn = 2C
1
+ 2C
2
+C
3
+C
4
+C
5
n= �n
Private Sub
nilais 1
Dim si
As Double
= 1 C
1
1 C
1
2 For
n = 0 To
7 C
2
n C
2
n 3
For m = 1
To 5
C
2
n
2
C
2
n
2
4 si = si dgnilaii.Itemm, n.Value
dgperbot.Item1, m - 1.Value C
6
n
2
C
6
n
2
Next 5
dgsi.Item1, n.Value = si C
4
n C
4
n 6
si = 1 C
4
1 C
4
Next End
Sub
Tn = C
1
+ C
4
+ C
2
+C
4
n + C
2
+C
6
n
2
= �n
2
Private Sub
nilaiv 1
Dim vi
As Double
C
1
1 C
1
2 Dim
sumvi As
Double C
1
1 C
1
3 For
i = 0 To
7 C
2
n C
2
n 4
sumvi = sumvi + dgsi.Item1, i.Value C
3
n C
3
n Next
5 For
i = 0 To
7 C
2
n C
2
n 6
vi = dgsi.Item1, i.Value C
4
n C
4
n 7
dgvi.Item1, i.Value = vi sumvi C
5
n C
5
n Next
End Sub
Tn = 2C
1
+ 2C
2
+C
3
+C
4
+C
5
n= �n
Private Sub
ranking 1
For j = 0
To 7
C
2
n C
2
n 2
dgrank.Item1, j.Value = dgvi.Item1, j.Value
C
4
n C
4
n Next
3 dgrank.Sortdgrank.Columns1,
System.ComponentModel. ListSortDirection
.Descend ing
C
7
1 C
7
4 For
i = 0 To
7 C
2
n C
2
n 5
dgrank.Item2, i.Value = i + 1 C
3
n C
3
n Next
End Sub
Tn = C
7
+ 2C
2
+C
3
+C
4
n= �n
Maka Tn dari Algoritma Weighted Product adalah
�n
2
Universitas Sumatera Utara
4.2.2 Perhitungan Kompleksitas Waktu Algoritma Analytical Hierarchy Process
Perhitungan kompleksitas waktu dalam menentukan ranking mata pelajaran lintas minat kurikulum 2013 dengan menggunakan Analytical Hierarchy Process dapat
dilihat pada tabel 4.4.
Tabel 4.4 Perhitungan Kompleksitas Waktu Algoritma AHP No
Code C
C.
Private Sub
kriteriasederhana 1
Dim suma, sumb, sumc, sumd, sume, sum, sumev,
lbla As
Double C
1
1 C
1
2 For
i = 1 To
5 C
2
n C
2
n 3
For j = 0
To 4
C
2
n
2
C
2
n
2
4 dga.Itemi, j.Value = dgkriteria.Item1,
j.Value dgkriteria.Item1, i - 1.Value C
3
n
2
C
3
n
2
Next Next
5 For
i = 0 To
4 C
2
n C
2
n 6
suma = suma + dga.Item1, i.Value C
4
n C
4
n 7
sumb = sumb + dga.Item2, i.Value C
4
n C
4
n 8
sumc = sumc + dga.Item3, i.Value C
4
n C
4
n 9
sumd = sumd + dga.Item4, i.Value C
4
n C
4
n 10
sume = sume + dga.Item5, i.Value C
4
n C
4
n Next
11 dga.Item1, 5.Value = suma
C
5
1 C
5
12 dga.Item2, 5.Value = sumb
C
5
1 C
5
13 dga.Item3, 5.Value = sumc
C
5
1 C
5
14 dga.Item4, 5.Value = sumd
C
5
1 C
5
15 dga.Item5, 5.Value = sume
C
5
1 C
5
16 For
i = 0 To
4 C
2
n C
2
n 17
For j = 1
To 5
C
2
n
2
C
2
n
2
18 sum = sum + dga.Itemj, i.Value
dga.Itemj, 5.Value C
6
n
2
C
6
n
2
Next 19
dga.Item6, i.Value = sum 5 C
3
n C
3
n 20
sum = 0 C
5
1 C
5
21 sumev = sumev + dga.Item6, i.Value
C
7
n C
7
n Next
22 dga.Item6, 5.Value = sumev
C
5
1 C
5
23 For
i = 1 To
5 C
2
n C
2
n 24
lbla = lbla + dga.Itemi, 5.Value dga.Item6, i - 1.Value
C
8
n C
8
n Next
25 lblpeva.Text = lbla
C
5
1 C
5
26 lblcia.Text = lbla - 5 5 - 1
C
9
1 C
9
End Sub
Tn = C
1
+ 8C
5
+ C
9
+ 4C
2
+C
3
+5C
4
+C
7
+C
8
n + 2C
2
+C
3
+C
6
n
2
= �n
2
Private Sub
kriteria1 1
Dim suma, sumb, sumc, sumd, sume, sumf, sumg,
sumh, sum, sumev, lbla As
Double C
1
1 C
1
2 For
i = 1 To
8 C
2
n C
2
n
Universitas Sumatera Utara
Tabel 4.4 Perhitungan Kompleksitas Waktu Algoritma AHP lanjutan
3 For
j = 0 To
7 C
2
n
2
C
2
n
2
4 dgb.Itemi, j.Value = dgnilaii.Item1,
j.Value dgnilaii.Item1, i - 1.Value C
3
n
2
C
3
n
2
Next Next
5 For
i = 0 To
7 C
2
n C
2
n 6
suma = suma + dgb.Item1, i.Value C
7
n C
7
n 7
sumb = sumb + dgb.Item2, i.Value C
7
n C
7
n 8
sumc = sumc + dgb.Item3, i.Value C
7
n C
7
n 9
sumd = sumd + dgb.Item4, i.Value C
7
n C
7
n 10
sume = sume + dgb.Item5, i.Value C
7
n C
7
n 11
sumf = sumf + dgb.Item6, i.Value C
7
n C
7
n 12
sumg = sumg + dgb.Item7, i.Value C
7
n C
7
n 13
sumh = sumh + dgb.Item8, i.Value C
7
n C
7
n Next
14 dgb.Item1, 8.Value = suma
C
5
1 C
5
15 dgb.Item2, 8.Value = sumb
C
5
1 C
5
16 dgb.Item3, 8.Value = sumc
C
5
1 C
5
17 dgb.Item4, 8.Value = sumd
C
5
1 C
5
18 dgb.Item5, 8.Value = sume
C
5
1 C
5
19 dgb.Item6, 8.Value = sumf
C
5
1 C
5
20 dgb.Item7, 8.Value = sumg
C
5
1 C
5
21 dgb.Item8, 8.Value = sumh
C
5
1 C
5
22 For
i = 0 To
7 C
2
n C
2
n 23
For j = 1
To 8
C
2
n
2
C
2
n
2
24 sum = sum + dgb.Itemj, i.Value
dgb.Itemj, 8.Value C
6
n
2
C
6
n
2
Next 25
dgb.Item9, i.Value = sum 8 C
3
n C
3
n 26
sum = 0 C
5
1 C
5
27 sumev = sumev + dgb.Item9, i.Value
C
7
n C
7
n Next
28 dgb.Item9, 8.Value = sumev
C
5
1 C
5
29 For
i = 1 To
8 C
2
n C
2
n 30
lbla = lbla + dgb.Itemi, 8.Value dgb.Item9, i - 1.Value
C
8
n C
8
n Next
31 lblpevb.Text = lbla
C
5
1 C
5
32 lblcib.Text = lbla - 8 8 - 1
C
9
1 C
9
End Sub
Tn = C
1
+ 11C
5
+ C
9
+ 4C
2
+C
3
+10C
7
+C
8
n + C
2
+C
3
+C
6
n
2
= �n
2
Private Sub
kriteria2 1
Dim suma, sumb, sumc, sumd, sume, sumf, sumg,
sumh, sum, sumev, lbla As
Double C
1
1 C
1
2 For
i = 1 To
8 C
2
n C
2
n 3
For j = 0
To 7
C
2
n
2
C
2
n
2
4 dgc.Itemi, j.Value = dgnilaii.Item2,
j.Value dgnilaii.Item2, i - 1.Value C
3
n
2
C
3
n
2
Next Next
5 For
i = 0 To
7 C
2
n C
2
n 6
suma = suma + dgc.Item1, i.Value C
7
n C
7
n 7
sumb = sumb + dgc.Item2, i.Value C
7
n C
7
n 8
sumc = sumc + dgc.Item3, i.Value C
7
n C
7
n 9
sumd = sumd + dgc.Item4, i.Value C
7
n C
7
n 10
sume = sume + dgc.Item5, i.Value C
7
n C
7
n
Universitas Sumatera Utara
Tabel 4.4 Perhitungan Kompleksitas Waktu Algoritma AHP lanjutan
11 sumf = sumf + dgc.Item6, i.Value
C
7
n C
7
n 12
sumg = sumg + dgc.Item7, i.Value C
7
n C
7
n 13
sumh = sumh + dgc.Item8, i.Value C
7
n C
7
n Next
14 dgc.Item1, 8.Value = suma
C
5
1 C
5
15 dgc.Item2, 8.Value = sumb
C
5
1 C
5
16 dgc.Item3, 8.Value = sumc
C
5
1 C
5
17 dgc.Item4, 8.Value = sumd
C
5
1 C
5
18 dgc.Item5, 8.Value = sume
C
5
1 C
5
19 dgc.Item6, 8.Value = sumf
C
5
1 C
5
20 dgc.Item7, 8.Value = sumg
C
5
1 C
5
21 dgc.Item8, 8.Value = sumh
C
5
1 C
5
22 For
i = 0 To
7 C
2
n C
2
n 23
For j = 1
To 8
C
2
n
2
C
2
n
2
24 sum = sum + dgc.Itemj, i.Value
dgc.Itemj, 8.Value C
6
n
2
C
6
n
2
Next 25
dgc.Item9, i.Value = sum 8 C
3
n C
3
n 26
sum = 0 C
5
1 C
5
27 sumev = sumev + dgc.Item9, i.Value
C
7
n C
7
n Next
28 dgc.Item9, 8.Value = sumev
C
5
1 C
5
29 For
i = 1 To
8 C
2
n C
2
n 30
lbla = lbla + dgc.Itemi, 8.Value dgc.Item9, i - 1.Value
C
8
n C
8
n Next
31 lblpevc.Text = lbla
C
5
1 C
5
32 lblcic.Text = lbla - 8 8 - 1
C
9
1 C
9
End Sub
Tn = C
1
+ 11C
5
+ C
9
+ 4C
2
+C
3
+10C
7
+C
8
n + C
2
+C
3
+C
6
n
2
= �n
2
Private Sub
kriteria3 1
Dim suma, sumb, sumc, sumd, sume, sumf, sumg,
sumh, sum, sumev, lbla As
Double C
1
1 C
1
2 For
i = 1 To
8 C
2
n C
2
n 3
For j = 0
To 7
C
2
n
2
C
2
n
2
4 dgd.Itemi, j.Value = dgnilaii.Item3,
j.Value dgnilaii.Item3, i - 1.Value C
3
n
2
C
3
n
2
Next Next
5 For
i = 0 To
7 C
2
n C
2
n 6
suma = suma + dgd.Item1, i.Value C
7
n C
7
n 7
sumb = sumb + dgd.Item2, i.Value C
7
n C
7
n 8
sumc = sumc + dgd.Item3, i.Value C
7
n C
7
n 9
sumd = sumd + dgd.Item4, i.Value C
7
n C
7
n 10
sume = sume + dgd.Item5, i.Value C
7
n C
7
n 11
sumf = sumf + dgd.Item6, i.Value C
7
n C
7
n 12
sumg = sumg + dgd.Item7, i.Value C
7
n C
7
n 13
sumh = sumh + dgd.Item8, i.Value C
7
n C
7
n Next
14 dgd.Item1, 8.Value = suma
C
5
1 C
5
15 dgd.Item2, 8.Value = sumb
C
5
1 C
5
16 dgd.Item3, 8.Value = sumc
C
5
1 C
5
17 dgd.Item4, 8.Value = sumd
C
5
1 C
5
18 dgd.Item5, 8.Value = sume
C
5
1 C
5
19 dgd.Item6, 8.Value = sumf
C
5
1 C
5
20 dgd.Item7, 8.Value = sumg
C
5
1 C
5
Universitas Sumatera Utara
Tabel 4.4 Perhitungan Kompleksitas Waktu Algoritma AHP lanjutan
21 dgd.Item8, 8.Value = sumh
C
5
1 C
5
22 For
i = 0 To
7 C
2
n C
2
n 23
For j = 1
To 8
C
2
n
2
C
2
n
2
24 sum = sum + dgd.Itemj, i.Value
dgd.Itemj, 8.Value C
6
n
2
C
6
n
2
Next 25
dgd.Item9, i.Value = sum 8 C
3
n C
3
n 26
sum = 0 C
5
1 C
5
27 sumev = sumev + dgd.Item9, i.Value
C
7
n C
7
n Next
28 dgd.Item9, 8.Value = sumev
C
5
1 C
5
29 For
i = 1 To
8 C
2
n C
2
n 30
lbla = lbla + dgd.Itemi, 8.Value dgd.Item9, i - 1.Value
C
8
n C
8
n Next
31 lblpevd.Text = lbla
C
5
1 C
5
32 lblcid.Text = lbla - 8 8 - 1
C
9
1 C
9
End Sub
Tn = C
1
+ 11C
5
+ C
9
+ 4C
2
+C
3
+10C
7
+C
8
n + C
2
+C
3
+C
6
n
2
= �n
2
Private Sub
kriteria4 1
Dim suma, sumb, sumc, sumd, sume, sumf, sumg,
sumh, sum, sumev, lbla As
Double C
1
1 C
1
2 For
i = 1 To
8 C
2
n C
2
n 3
For j = 0
To 7
C
2
n
2
C
2
n
2
4 dge.Itemi, j.Value = dgnilaii.Item4,
j.Value dgnilaii.Item4, i - 1.Value C
3
n
2
C
3
n
2
Next Next
5 For
i = 0 To
7 C
2
n C
2
n 6
suma = suma + dge.Item1, i.Value C
7
n C
7
n 7
sumb = sumb + dge.Item2, i.Value C
7
n C
7
n 8
sumc = sumc + dge.Item3, i.Value C
7
n C
7
n 9
sumd = sumd + dge.Item4, i.Value C
7
n C
7
n 10
sume = sume + dge.Item5, i.Value C
7
n C
7
n 11
sumf = sumf + dge.Item6, i.Value C
7
n C
7
n 12
sumg = sumg + dge.Item7, i.Value C
7
n C
7
n 13
sumh = sumh + dge.Item8, i.Value C
7
n C
7
n Next
14 dge.Item1, 8.Value = suma
C
5
1 C
5
15 dge.Item2, 8.Value = sumb
C
5
1 C
5
16 dge.Item3, 8.Value = sumc
C
5
1 C
5
17 dge.Item4, 8.Value = sumd
C
5
1 C
5
18 dge.Item5, 8.Value = sume
C
5
1 C
5
19 dge.Item6, 8.Value = sumf
C
5
1 C
5
20 dge.Item7, 8.Value = sumg
C
5
1 C
5
21 dge.Item8, 8.Value = sumh
C
5
1 C
5
22 For
i = 0 To
7 C
2
n C
2
n 23
For j = 1
To 8
C
2
n
2
C
2
n
2
24 sum = sum + dge.Itemj, i.Value
dge.Itemj, 8.Value C
6
n
2
C
6
n
2
Next 25
dge.Item9, i.Value = sum 8 C
3
n C
3
n 26
sum = 0 C
5
1 C
5
27 sumev = sumev + dge.Item9, i.Value
C
7
n C
7
n Next
28 dge.Item9, 8.Value = sumev
C
5
1 C
5
Universitas Sumatera Utara
Tabel 4.4 Perhitungan Kompleksitas Waktu Algoritma AHP lanjutan
29 For
i = 1 To
8 C
2
n C
2
n 30
lbla = lbla + dge.Itemi, 8.Value dge.Item9, i - 1.Value
C
8
n C
8
n Next
31 lblpeve.Text = lbla
C
5
1 C
5
32 lblcie.Text = lbla - 8 8 - 1
C
9
1 C
9
End Sub
Tn = C
1
+ 11C
5
+ C
9
+ 4C
2
+C
3
+10C
7
+C
8
n + C
2
+C
3
+C
6
n
2
= �n
2
Private Sub
kriteria5 1
Dim suma, sumb, sumc, sumd, sume, sumf, sumg,
sumh, sum, sumev, lbla As
Double C
1
1 C
1
2 For
i = 1 To
8 C
2
n C
2
n 3
For j = 0
To 7
C
2
n
2
C
2
n
2
4 dgf.Itemi, j.Value = dgnilaii.Item5,
j.Value dgnilaii.Item5, i - 1.Value C
3
n
2
C
3
n
2
Next Next
5 For
i = 0 To
7 C
2
n C
2
n 6
suma = suma + dgf.Item1, i.Value C
7
n C
7
n 7
sumb = sumb + dgf.Item2, i.Value C
7
n C
7
n 8
sumc = sumc + dgf.Item3, i.Value C
7
n C
7
n 9
sumd = sumd + dgf.Item4, i.Value C
7
n C
7
n 10
sume = sume + dgf.Item5, i.Value C
7
n C
7
n 11
sumf = sumf + dgf.Item6, i.Value C
7
n C
7
n 12
sumg = sumg + dgf.Item7, i.Value C
7
n C
7
n 13
sumh = sumh + dgf.Item8, i.Value C
7
n C
7
n Next
14 dgf.Item1, 8.Value = suma
C
5
1 C
5
15 dgf.Item2, 8.Value = sumb
C
5
1 C
5
16 dgf.Item3, 8.Value = sumc
C
5
1 C
5
17 dgf.Item4, 8.Value = sumd
C
5
1 C
5
18 dgf.Item5, 8.Value = sume
C
5
1 C
5
19 dgf.Item6, 8.Value = sumf
C
5
1 C
5
20 dgf.Item7, 8.Value = sumg
C
5
1 C
5
21 dgf.Item8, 8.Value = sumh
C
5
1 C
5
22 For
i = 0 To
7 C
2
n C
2
n 23
For j = 1
To 8
C
2
n
2
C
2
n
2
24 sum = sum + dgf.Itemj, i.Value
dgf.Itemj, 8.Value C
6
n
2
C
6
n
2
Next 25
dgf.Item9, i.Value = sum 8 C
3
n C
3
n 26
sum = 0 C
5
1 C
5
27 sumev = sumev + dgf.Item9, i.Value
C
7
n C
7
n Next
28 dgf.Item9, 8.Value = sumev
C
5
1 C
5
29 For
i = 1 To
8 C
2
n C
2
n 30
lbla = lbla + dgf.Itemi, 8.Value dgf.Item9, i - 1.Value
C
8
n C
8
n Next
31 lblpevf.Text = lbla
C
5
1 C
5
32 lblcif.Text = lbla - 8 8 - 1
C
9
1 C
9
End Sub
Tn = C
1
+ 11C
5
+ C
9
+ 4C
2
+C
3
+10C
7
+C
8
n + C
2
+C
3
+C
6
n
2
= �n
2
Private Sub
nilaiahp 1
For i = 0
To 7
C
2
n C
2
n
Universitas Sumatera Utara
Tabel 4.4 Perhitungan Kompleksitas Waktu Algoritma AHP lanjutan
2 dgg.Item1, i.Value = dga.Item6,
0.Value dgb.Item9, i.Value + dga.Item6, 1.Value dgc.Item9, i.Value
+ dga.Item6, 2.Value dgd.Item9, i.Value + dga.Item6, 3.Value
dge.Item9, i.Value + dga.Item6, 4.Value dgf.Item9, i.Value
C
10
n C
10
n
Next 3
dgg.Sortdgg.Columns1, System.ComponentModel.
ListSortDirection .Descending
C
11
1 C
11
4 For
i = 0 To
7 C
2
n C
2
n 5
dgg.Item2, i.Value = i + 1 C
7
n C
7
n Next
End Sub
Tn = C
11
+ 2C
2
+C
7
+C
10
n = �n
Maka Tn dari Algoritma Analytical Hierarchy Process adalah
�n
2
4.3 Perbandingan Hasil Algoritma Weighted Product dan Analytical Hierarchy
