Counts for English 3-way Mobility Table (11th (=rows) by 12th (=columns) by 10th (=levels) grade) Dropout None Remedial B/V LColl RegColl EliteColl 80 Dropout 24 95 11 2 21 39 6 None 3 10 5 2 3 4 1 Remedial 3 4 0 0 1 0 0 Busi/Voc 3 8 3 3 16 16 1 Lower Coll 5 43 6 5 26 89 12 Reg Coll 0 2 0 0 6 1 10 Elite Coll 45 9 21 1 2 2 5 1 4 14 15 3 10 9 7 2 9 3 0 4 1 0 3 16 8 2 10 20 0 8 22 14 6 18 52 17 1 3 1 1 6 12 1 0 0 0 0 0 0 2 0 0 0 0 0 0 0 0 0 1 0 1 3 0 0 0 1 1 2 3 1 0 1 3 1 2 3 10 1 0 0 0 0 0 0 0 123 18 40 5 5 20 27 13 5 20 10 1 13 9 5 4 11 2 0 10 3 1 16 37 23 12 59 83 11 26 90 20 12 81 181 60 1 10 4 1 12 14 19 527 73 201 21 8 72 128 39 18 46 75 7 44 79 36 4 19 3 7 15 22 6 55 161 49 24 228 355 93 300 1178 159 124 913 4840 763 13 102 12 13 131 258 267 33 4 23 0 1 6 18 18 1 5 3 0 8 10 2 0 2 1 1 0 1 2 1 22 6 3 35 42 18 11 92 15 14 80 202 127 4 28 1 3 26 114 218 Mean Weights for the English 3-way Mobility Table 193.21796 247.72300 305.13392 158.11155 237.52100 139.98405 142.76154 338.40950 564.81567 303.93730 153.29240 221.08650 135.45700 137.80750 310.76600 271.16767 269.16925 0 0 129.02700 0 0 736.27000 234.96462 73.05833 204.93900 181.67994 315.10400 138.13900 140.41660 231.97449 169.29367 299.63620 199.83708 240.79630 266.23950 0 991.57750 0 0 210.41233 441.59800 208.08390 194.22507 92.63900 246.80338 444.22300 87.19900 126.39750 250.91880 165.85700 171.16400 213.65750 218.80780 214.52267 264.00900 262.85211 201.91243 118.06850 253.39100 174.97800 0 198.37375 341.66900 0 158.56167 262.12063 234.82925 95.47950 301.86400 243.16270 0 135.84587 224.13823 305.22521 232.74867 205.00611 237.74110 189.01435 41.28600 253.92467 375.83700 127.82700 163.37750 248.10800 222.87200 0 0 0 0 0 0 58.66550 0 0 0 0 0 0 0 0 0 406.64100 0 422.75200 283.58533 0 0 0 484.27300 493.30400 1166.6150 321.04433 216.18200 0 215.30600 292.82767 140.25400 354.87450 140.25400 142.80550 23.57700 0 0 0 0 0 0 0 277.90324 182.10272 339.32313 245.65580 208.38700 268.17715 179.66915 85.06369 188.63580 230.78295 279.63920 491.06600 256.46777 195.81856 225.96720 242.78775 400.04145 191.31050 0 188.55150 321.05033 127.82700 396.41088 354.30203 237.48383 292.61475 267.39334 258.40331 227.73473 215.85146 302.39201 242.29665 250.13175 263.08189 218.42246 223.67497 336.62700 329.63550 271.58625 127.82700 289.76125 241.20443 224.82184 239.21752 234.21386 265.58106 210.31719 230.07425 264.99915 275.21020 283.63228 243.40761 228.25763 118.37592 316.67871 262.78384 188.92657 109.43278 386.59425 293.21626 180.97767 239.51800 249.08027 246.64359 183.71900 291.55267 290.43783 210.63927 227.72842 222.92372 225.53453 194.76194 267.95295 261.74666 208.81548 242.80433 244.60256 220.12559 219.01521 287.40462 273.40202 226.98183 100.23669 193.62113 206.52538 186.15099 153.46545 153.48025 371.43722 0 156.13500 206.09400 205.14056 177.74550 231.59300 289.94220 252.82800 0 318.18275 240.65940 275.05550 0 163.98300 138.72700 125.86200 0 508.45400 422.69950 177.35400 237.97814 287.72700 272.97400 271.80131 278.77233 308.50128 234.43809 275.39505 225.40300 221.57207 210.59204 245.53123 239.58256 263.86725 327.42807 579.83200 461.52367 335.19796 257.14011 252.10396 Note: Weighting factors are mean of the weights of students in the cell. In the log-linear and log-multiplicative models weights are used by taking the natural log of the inverse of the mean weight in the cell. For cells with zero students, the mean weight (sum of the weights/total number of students=0/0) is undefined. If the mean weight is set at zero the inverse of the mean weight is 1/0 which is still undefined. Thus, for zero cells, the inverse of the mean weight is defined as 1, which makes the natural log of the mean weight equal zero. Zeros have been entered above as placeholders only.