<div style="text-align: justify;"> <br /> </div> <div class="MsoNormal" style="text-align: justify;"> Assalamu'alaikum warahmatullahi wabarakatuh</div> <div class="MsoNormal" style="text-align: justify;"> Selamat pagi, sebelumnya saya telah membagikan metode<a href="https://henki-project.blogspot.co.id/2017/08/penerapan-metode-knn-k-nearest-neighbor.html" target="_blank"> knn</a>, <a href="https://henki-project.blogspot.co.id/2017/08/penerapan-metode-topsis-technique-for.html" target="_blank">topsis</a>, dan terakhir <a href="https://henki-project.blogspot.co.id/2017/11/penerapan-metode-saw-simple-additive.html" target="_blank">saw</a>. kali ini akan berbagi menggunakan metode wp (weighted product). contoh kasus yang saya pakai ialah Suatu perusahaan di Daerah Pekanbaru ingin membangun sebuah gudang yang akan digunakan sebagai tempat untuk menyimpan sementara hasil produksinya. sebelumnya kita akan berkenalan sedikit dengan metode wp ini.</div> <div class="MsoNormal" style="text-align: justify;"> §Metode Weighted Product (WP) menggunakan perkalian untuk menghubungkan rating atribut, dimana rating setiap atribut harus dipangkatkan dulu dengan bobot atribut yang bersangkutan. Proses ini sama halnya dengan proses normalisasi.</div> <div class="MsoNormal" style="text-align: justify;"> selanjutnya akan membagikan screenshot tampilan program</div> <div class="MsoNormal" style="text-align: justify;"> 1. tampilan index</div> <div class="MsoNormal" style="text-align: justify;"> <img alt="" height="145" 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" width="320" /> </div> <div class="MsoNormal" style="text-align: justify;"> 2.tampilan index - lanjutan</div> <div class="MsoNormal" style="text-align: justify;"> <img alt="" height="78" src="data:image/png;base64,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" width="320" /> </div> <div class="MsoNormal" style="text-align: justify;"> 3.tampilan perhitungan metode wp</div> <div class="MsoNormal" style="text-align: justify;"> <img alt="" height="140" 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" width="320" /></div> <div class="MsoNormal" style="text-align: justify;"> 4.tampilan perhitungan metode wp - lanjutan</div> <div class="MsoNormal" style="text-align: justify;"> <img alt="" height="92" 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" width="320" /> </div> <div class="MsoNormal" style="text-align: justify;"> untuk link download silahkan klik <a href="https://www.4shared.com/rar/xuC1b1tWei/wp_online.html" target="_blank">disini</a>. terimakasih</div> <div class="MsoNormal" style="text-align: justify;"> NB:password sms/wa 085725626073 </div> <div style="text-align: justify;"> </div> <div style="text-align: justify;"> Wassalamu'alaikum warahmatullahi wabarakatuh </div>
