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Jawaban Quis Online SPK Metode Topsis

By : Unknown
Nama KK
C1
C2
C3
C4


A1
2
2
3
1


A2
3
3
1
2


A3
2
4
1
2


A4
2
2
2
2


A5
3
3
4
2


A6
2
3
2
2


A7
1
5
5
1









Bobot 
5
4
3
4









1)
x1=
5,91608
x2=
8,717798










r11=
0,338062
r12=
0,229416



r21=
0,507093
r22=
0,344124



r31=
0,338062
r32=
0,458831



r41=
0,338062
r42=
0,229416



r51=
0,507093
r52=
0,344124



r61=
0,338062
r62=
0,344124



r71=
0,169031
r72=
0,573539










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
0,229416
0,387298
0,213201



0,507093
0,344124
0,129099
0,426401



0,338062
0,458831
0,129099
0,426401

Matriks R

0,338062
0,229416
0,258199
0,426401



0,507093
0,344124
0,516398
0,426401



0,338062
0,344124
0,258199
0,426401



0,169031
0,573539
0,645497
0,213201








2)
y11=
1,690309
y12=
0,917663



y21=
2,535463
y22=
1,376494



y31=
1,690309
y32=
1,835326



y41=
1,690309
y42=
0,917663



y51=
2,535463
y52=
1,376494



y61=
1,690309
y62=
1,376494



y71=
0,845154
y72=
2,294157

















y13=
1,161895
y14=
0,852803



y23=
0,387298
y24=
1,705606



y33=
0,387298
y34=
1,705606



y43=
0,774597
y44=
1,705606



y53=
1,549193
y54=
1,705606



y63=
0,774597
y64=
1,705606



y73=
1,936492
y74=
0,852803











1,690309
0,917663
1,161895
0,852803



2,535463
1,376494
0,387298
1,705606



1,690309
1,835326
0,387298
1,705606

Matriks Y

1,690309
0,917663
0,774597
1,705606



2,535463
1,376494
1,549193
1,705606



1,690309
1,376494
0,774597
1,705606



0,845154
2,294157
1,936492
0,852803








3)
keuntungan


Biaya



y1á¶§=
2,535463

y1⁻=
0,845154


y2⁻=
0,917663

y2á¶§=
2,294157


y3⁻=
0,387298

y3á¶§=
1,936492


y4á¶§=
1,705606

y4⁻=
0,852803








4)
d1á¶§=
1,428831

d1⁻=
1,791374


d2á¶§=
0,458831

d2⁻=
2,612761


d3á¶§=
1,247554

d3⁻=
2,012979


d4á¶§=
0,92967

d4⁻=
2,164785


d5á¶§=
1,24921

d5⁻=
2,13928


d6á¶§=
1,036731

d6⁻=
1,906217


d7á¶§=
2,806983

d7⁻=
0








5)
v1=
0,556292





v2=
0,850621





v3=
0,617377





v4=
0,699569





v5=
0,631337





v6=
0,647724





v7=
0


















 Kesimpulan :

Dari hasil perhitungan diatas didapat v2 (Hendro) yang berhak mendapatkan bantuan langsung tunai dari pemerintah karna memeiliki nilai kriteria tertinggi.

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