Distribusi Eksponensial Distribusi Weibull

Erna Rutiah Novarina : Sistem Perawatan Berbasis Pencegahan Menurut Rancangan Modularity Task Dalam Upaya Penurunan Biaya Perawatan Pada PT. Cakra Compact Alumunium Industries, 2010.

c. Distribusi Eksponensial

N Ti FTi Yi = LN[1-FTi] Ti² Yi² Ti.Yi 1 8381 0,0455 -0,0465 70241161 0,0022 -389,8843 2 8389 0,1104 -0,1170 70375321 0,0137 -981,2754 3 8460 0,1753 -0,1928 71571600 0,0372 -1630,7963 4 8480 0,2403 -0,2748 71910400 0,0755 -2330,1231 5 8508 0,3052 -0,3641 72386064 0,1326 -3097,9650 6 8578 0,3701 -0,4622 73582084 0,2137 -3965,1086 7 8648 0,4351 -0,5710 74787904 0,3261 -4938,3927 8 8663 0,5000 -0,6931 75047569 0,4805 -6004,7340 9 8695 0,5649 -0,8323 75603025 0,6927 -7236,5006 10 8733 0,6299 -0,9939 76265289 0,9878 -8679,7404 11 8931 0,6948 -1,1868 79762761 1,4085 -10599,3555 12 8962 0,7597 -1,4260 80317444 2,0336 -12780,1229 13 9342 0,8247 -1,7411 87272964 3,0315 -16265,5032 14 9353 0,8896 -2,2037 87478609 4,8565 -20611,5733 15 9654 0,9545 -3,0910 93199716 9,5545 -29840,9238 TOTAL 131777 -14,1965 1159801911 23,8464 -129351,9990 Index Of Fit i. Sxy =             − ∑ ∑ ∑ = = = N i N i N i Yi Ti TiYi N 1 1 1 . = 15.-129351,9990 – 131777.-14,1965 = 69508,939 ii. Sxx = 2 1 1 2       − ∑ ∑ = = N i N i Ti Ti N = 15 1159801911 – 131777 2 = 31850936 iii. Syy = 2 1 1 2       − ∑ ∑ = = N i N i Yi Yi N = 15 23,8464 – -14,1965 2 = 156,15531 iv. Sehingga Index Of Fit r = Syy Sxx Sxy . = 15531 , 156 . 31850936 939 , 69508 = 0,9856 Erna Rutiah Novarina : Sistem Perawatan Berbasis Pencegahan Menurut Rancangan Modularity Task Dalam Upaya Penurunan Biaya Perawatan Pada PT. Cakra Compact Alumunium Industries, 2010.

d. Distribusi Weibull

N ti Ti = LNti FTi Yi = LN{-LN [1-FTi]} Ti² Yi² Ti.Yi 1 8381 9,0337 0,0455 -3,0679 81,6081 9,4118 -27,7143 2 8389 9,0347 0,1104 -2,1458 81,6254 4,6046 -19,3868 3 8460 9,0431 0,1753 -1,6463 81,7777 2,7102 -14,8875 4 8480 9,0455 0,2403 -1,2918 81,8205 1,6687 -11,6848 5 8508 9,0488 0,3052 -1,0103 81,8801 1,0206 -9,1416 6 8578 9,0570 0,3701 -0,7717 82,0285 0,5955 -6,9890 7 8648 9,0651 0,4351 -0,5603 82,1757 0,3139 -5,0791 8 8663 9,0668 0,5000 -0,3665 82,2072 0,1343 -3,3231 9 8695 9,0705 0,5649 -0,1836 82,2740 0,0337 -1,6654 10 8733 9,0749 0,6299 -0,0061 82,3532 0,0000 -0,0555 11 8931 9,0973 0,6948 0,1713 82,7606 0,0293 1,5580 12 8962 9,1007 0,7597 0,3549 82,8236 0,1260 3,2298 13 9342 9,1423 0,8247 0,5545 83,5812 0,3075 5,0696 14 9353 9,1435 0,8896 0,7902 83,6027 0,6243 7,2247 15 9654 9,1751 0,9545 1,1285 84,1830 1,2735 10,3542 TOTAL 136,1988 -8,0509 1236,7014 22,8541 -72,4907 Index Of Fit a. Sxy =             − ∑ ∑ ∑ = = = N i N i N i Yi Ti TiYi N 1 1 1 . = 15.-72,4907 – 136,1988.-8,0509 = 9,1592 b. Sxx = 2 1 1 2       − ∑ ∑ = = N i N i Ti Ti N = 15 1236,7014 – 136,1988 2 = 0,3968 c. Syy = 2 1 1 2       − ∑ ∑ = = N i N i Yi Yi N = 15 22,8541 – -8,0509 2 = 277,9953 d. Sehingga Index Of Fit r = Syy Sxx Sxy . = 9953 , 277 . 3968 , 1592 , 9 = 0,8721 Erna Rutiah Novarina : Sistem Perawatan Berbasis Pencegahan Menurut Rancangan Modularity Task Dalam Upaya Penurunan Biaya Perawatan Pada PT. Cakra Compact Alumunium Industries, 2010.

2. Pentil As a. Distribusi Normal

N Ti FTi Yi Ti² Yi² Ti.Yi 1 1623 0,0455 -1,6906 2634129 2,8582 -2743,8784 2 1668 0,1104 -1,2245 2782224 1,4993 -2042,3977 3 1713 0,1753 -0,9333 2934369 0,8711 -1598,7950 4 1821 0,2403 -0,7055 3316041 0,4977 -1284,6555 5 2046 0,3052 -0,5095 4186116 0,2596 -1042,4725 6 2146 0,3701 -0,3315 4605316 0,1099 -711,4195 7 2356 0,4351 -0,1635 5550736 0,0267 -385,1907 8 2393 0,5000 0,0000 5726449 0,0000 0,0000 9 2490 0,5649 0,1635 6200100 0,0267 407,0988 10 2499 0,6299 0,3315 6245001 0,1099 828,4424 11 2537 0,6948 0,5095 6436369 0,2596 1292,6455 12 2540 0,7597 0,7055 6451600 0,4977 1791,8863 13 2571 0,8247 0,9333 6610041 0,8711 2399,5925 14 2613 0,8896 1,2245 6827769 1,4993 3199,5116 15 2645 0,9545 1,6906 6996025 2,8582 4471,6934 TOTAL 33661 0,0000 77502285 12,2451 4582,0612 Index Of Fit a. Sxy =             − ∑ ∑ ∑ = = = N i N i N i Yi Ti TiYi N 1 1 1 . = 15.4582,0612 – 33661.0 = 68730,9177 b. Sxx = 2 1 1 2       − ∑ ∑ = = N i N i Ti Ti N = 15 77502285 – 33661 2 = 29471354 c. Syy = 2 1 1 2       − ∑ ∑ = = N i N i Yi Yi N = 15 12,2451 – 0 2 = 183,6758 d. Sehingga Index Of Fit r = Syy Sxx Sxy . = 6758 , 183 . 29471354 9177 , 68730 = 0,9342 Erna Rutiah Novarina : Sistem Perawatan Berbasis Pencegahan Menurut Rancangan Modularity Task Dalam Upaya Penurunan Biaya Perawatan Pada PT. Cakra Compact Alumunium Industries, 2010.

b. Distribusi Lognormal