DIVAN 4000GOFRET LT. MARQUERITE

L2-32

3. Kategori 4 periode:

a. DIVAN 4000GOFRET

Gambar L2.9 Data Permintaan Produk DIVAN 4000GOFRET  Double Moving Average DMA Tabel L3.38 Perhitungan Double Moving Average M=2 Produk DIVAN 4000GOFRET Permintaan MA 2 MA 2x2 Ramalan Permintaan dt dt St St Nilai Ft+m = at+btm 1 30.744 2 54.684 42.713,924 3 27.341,772 35.027,848 19.655,696 -15.372,152 0,000 4 194.400 97.200,000 62.270,886 132.129,114 69.858,228 4.283,544 4.284 5 201.987,342 201.988 6 271.845,570 271.846 7 341.703,797 341.704 8 411.562,025 411.563 Nilai at Nilai bt Periode t Pembulatan dt 25,000 50,000 75,000 100,000 125,000 150,000 175,000 200,000 1 2 3 4 D e ma n d Periode DIVAN 4000GOFRET Demand Rata-rata L2-33  Regression Analysis Pola Siklis Tabel L2.39 Hasil Peramalan Regression Analysis Pola Siklis Produk DIVAN 4000GOFRET t dt sin90t cos90t dt Pembulatan dt 1 30.744 1,000 0,000 75.081,013 75.082 2 54.684 0,000 -1,000 98,734 99 3 -1,000 0,000 64.832,911 64.833 4 194.400 0,000 1,000 139.815,190 139.816 5 1,000 0,000 75.081,013 75.082 6 0,000 -1,000 98,734 99 7 -1,000 0,000 64.832,911 64.833 8 0,000 1,000 139.815,190 139.816 N = 4 periodesiklus Tabel L2.40 Mean Absolute Error MAEMean Absolute Deviation MAD Produk DIVAN 4000GOFRET dt |dt-dt| dt |dt-dt| 1 30.744 75.082 44.338 2 54.684 99 54.585 3 64.833 64.833 4 194.400 4.284 190.116 139.816 54.584 5 201.988 75.082 6 271.846 99 7 341.704 64.833 8 411.563 139.816 MAE 190.116,000 54.584,810 t dt DMA M=2 Pola Siklis Metode Berdasarkan metode ukuran kesalahan peramalanerror MAE, hasil peramalan untuk produk DIVAN 4000GOFRET menggunakan metode peramalan pola siklis karena memiliki nilai error yang terkecil, yaitu 54.584,810. L2-34

b. LT. MARQUERITE

40.000 80.000 120.000 160.000 200.000 1 2 3 4 D e m a nd Periode LT. MARQUERITE Demand Rata-rata Gambar L2.10 Data Permintaan Produk LT. MARQUERITE  Double Moving Average DMA Tabel L2.41 Perhitungan Double Moving Average M=2 Produk LT. MARQUERITE Permintaan MA 2 MA 2x2 Ramalan Permintaan dt dt St St Nilai Ft+m = at+btm 1 35.858 2 140.402 88.129,920 3 139.392 139.896,960 114.013,440 165.780,480 51.767,040 0,000 4 180.698 160.044,800 149.970,880 170.118,720 20.147,840 217.547,520 217.548 5 190.266,560 190.267 6 210.414,400 210.415 7 230.562,240 230.563 8 250.710,080 250.711 Nilai at Nilai bt Periode t Pembulatan dt L2-35  Regression Analysis Pola Siklis Tabel L2.42 Hasil Peramalan Regression Analysis Pola Siklis Produk LT. MARQUERITE t dt sin90t cos90t dt Pembulatan dt 1 35.858 1,000 0,000 106.831,680 106.832 2 140.402 0,000 -1,000 103.939,520 103.940 3 139.392 -1,000 0,000 141.343,040 141.344 4 180.698 0,000 1,000 144.235,200 144.236 5 1,000 0,000 106.831,680 106.832 6 0,000 -1,000 103.939,520 103.940 7 -1,000 0,000 141.343,040 141.344 8 0,000 1,000 144.235,200 144.236 N = 4 periodesiklus Tabel L2.43 Mean Absolute Error MAEMean Absolute Deviation MAD Produk LT. MARQUERITE dt |dt-dt| dt |dt-dt| 1 35.858 106.832 70.974 2 140.402 103.940 36.462 3 139.392 141.344 1.952 4 180.698 217.548 36.850 144.236 36.462 5 190.267 106.832 6 210.415 103.940 7 230.563 141.344 8 250.711 144.236 MAE 36.850,400 36.462,400 t dt DMA M=2 Pola Siklis Metode Berdasarkan metode ukuran kesalahan peramalanerror MAE, hasil peramalan untuk produk LT. MARQUERITE menggunakan metode peramalan pola siklis karena memiliki nilai error yang terkecil, yaitu 36.462,400. L2-36

c. MONEJAVELIN