|
Alternatif
|
Kriteria
|
|||
|
C1
|
C2
|
C3
|
C4
|
|
|
Aldyan
|
2
|
2
|
3
|
1
|
|
Hendro
|
3
|
4
|
1
|
2
|
|
Joko
|
2
|
5
|
1
|
2
|
|
Doni
|
2
|
3
|
2
|
2
|
|
Dono
|
3
|
4
|
4
|
2
|
|
Kasino
|
2
|
3
|
2
|
2
|
|
Susanto
|
1
|
5
|
5
|
1
|
Bobot W : [4
5 4 3]
1) X1=
5,91608 X2= 7,681146
R11= 0,338062 R12=
0,130189
R21= 0,507093 R22=
0,390567
R31= 0,338062 R32=
0,520756
R41= 0,338062 R42=
0,260378
R51= 0,507093 R52=
0,390567
R61= 0,338062 R62=
0,260378
R71= 0,169031 R72=
0,520756
X3= 7,745967 X4=
4,690416
R13= 0,387298 R14=
0,213201
R23= 0,129099 R24=
0,426401
R33= 0,129099 R34=
0,426401
R43= 0,258199 R44=
0,426401
R53= 0,516398 R54=
0,426401
R63= 0,258199 R64=
0,426401
R73= 0,645497 R74=
0,213201
0,338062 0,130189 0,387298 0,213201
0,507093 0,390567 0,129099 0,426401
0,338062 0,520756 0,129099 0,426401
Matrik R 0,338062
0,260378 0,258199 0,426401
0,507093 0,390567 0,516398 0,426401
0,338062 0,260378 0,258199 0,426401
0,169031 0,520756 0,645497 0,213201
2). Y11=
1,352247 Y12=
0,650945
Y21= 2,02837 Y22=
1,952834
Y31= 1,352247 Y32=
2,603778
Y41= 1,352247 Y42=
1,301889
Y51= 2,02837 Y52=
1,952834
Y61= 1,352247 Y62= 1,301889
Y71= 0,676123 Y72=
2,603778
Y13= 1,549193 Y14=
0,639602
Y23= 0,516398 Y24=
1,279204
Y33= 0,516398 Y34=
1,279204
Y43= 1,032796 Y44=
1,279204
Y53= 2,065591 Y54=
1,279204
Y63= 1,032796 Y64=
1,279204
Y73= 2,581989 Y74= 0,639602
1,352247 0,650945 1,549193
0,639602
2,02837 1,952834 0,516398 1,279204
1,352247 2,603778 0,516398 1,279204
Ma Matrik Y= 1,352247 1,301889 1,032796 1,279204
2,02837 1,952834 2,065591 1,279204
1,352247 1,301889 1,032796 1,279204
0,676123 2,603778 2,581989 0,639602
3).
Y1+ =
2,02837
Y2+
= 0,650945
Y3+ =
0,516398
Y4+
= 1,279204
A+
= [ 2,02837; 0,650945; 0,516398; 1,279204 ]
Y1- =
0,676123
Y2- =
2,603778
Y3- =
2,581989
Y4- =
0,639602
A- =
[ 0,676123; 2,603778; 2,581989; 0,639602 ]
4). D1+ =
1,390288 D1- = 2,310275
D2+ = 1,301889 D2- = 2,63212
D3+ = 2,066568 D3- = 2,26591
D4+ = 1,071232 D4- = 2,227364
D5+ = 2,02359 D5- = 1,711157
D6+ = 1,071232 D6- = 2,227364
D7+ = 3,212147 D7- = 0
5). Vi = Di- / Di-
+ Di+
V1=
2,310275 / (2,310275 + 1,390288) = 0,624304
V2= 2,63212
/ (2,63212 + 1,301889) = 0,669068
V3= 2,26591
/ (2,26591 + 2,066568) = 0,52297
V4=
2,227364 / (2,227364 + 1,071232) = 0,675246
V5=
1,711157 / (1,711157 + 2,02359) = 0,458172
V6=
2,227364 / (2,227364 + 1,071232) = 0,675246
V7= 0
Kesimpulan :
Dalam kasus dengan metode TOPSIS ini yang mendapatkan bantuan lansung tunai ialah V4(DONI) dan V6(KASINO) karena memiliki niali terbaik.
