AHP权重计算模板

层次分析法权重计算表 （方根法）表1第4题a113275a21/311/252a31/22164a41/71/51/611/2a51/51/21/421表2行连乘的积b1144232b21/4 111/21/8b31/4 111/21/8b41/2 2212表3行连乘的积b511/31/21/21/12b6314560b721/4111/2b821/5112/5表4行连乘的积m 次方根归一化b91221.410.67b101/2 11/20.710.332.12表5行连乘的积m 次方根归一化b111331.730.75b121/3 11/30.580.252.31表6行连乘的积c1124432c21/2 1334 1/2c31/41/3111/12c41/41/3111/12表7行连乘的积m 次方根归一化c51111.000.50c61111.000.502.00表8行连乘的积m 次方根归一化c71221.410.67c81/2 11/20.710.332.12表9行连乘的积m 次方根c912361.82c101/2 1211.00c121/31/211/60.553.37表10c1413323c151/3 111/21/2c161/3 111/21/2c171/2 2211c181/3 2211表11行连乘的积m 次方根归一化c201111.000.50c211111.000.50看指标情况来调权重2.00表12行连乘的积m 次方根c2212241.59c231/2 11/21/40.63c241/2 2111.003.22表13行连乘的积m 次方根归一化c2511110.50c2611110.502表14行连乘的积m 次方根c27111/21/20.79c28111/21/20.79c2922141.593.17行连乘的积m 次方根归一化*100TA（TA）i/ai/m2102.910.4343.12 2.205.101 2/31.110.1616.39 0.835.07241.890.2827.94 1.415.061/420 0.300.044.420.235.111/200.550.088.130.410.206.761.00100.0020.53 5.11m 次方根归一化*100TA（TA）i/ai /mCI 2.380.5050.002.004.000.590.1312.500.504.000.590.1312.500.504.001.190.2525.001.004.004.761.00100.0016.00 4.000.00m 次方根归一化*100TA（TA）i/ai /mCI 0.540.1110.840.464.252.780.5656.152.374.220.840.1716.970.694.050.800.1616.040.664.114.961###16.63 4.160.05*100TA（TA）i/ai/mCI RICR66.671.33233.330.67242000*10075.0025.00m 次方根归一化*100TA（TA）i/ai /mCI 2.380.4848.451.954.031.460.3029.671.204.030.540.1110.940.444.010.540.1110.940.444.014.9116.08 4.020.01*10050.0050.00*10066.6733.33归一化*100TA（TA）i/ai/mCI RI0.5453.961.623.010.3029.700.893.010.1616.340.493.013.019.033.010.000.58行连乘的积m 次方根归一化*100TA（TA）i/ai /m542.220.3939.34 2.015.111/120.610.1110.78 0.545.031/120.610.1110.78 0.545.0321.150.2020.35 1.025.011 1/31.060.1918.76 0.955.085.6525.26 5.05*10050.0050.00归一化*100TA（TA）i/ai/mCI RI0.4949.341.513.050.2019.580.603.050.3131.080.953.059.163.050.030.58*1005050归一化*100TA（TA）i/ai/mCI RI0.2525.000.753.000.2525.000.753.000.5050.001.503.009.003.000.000.58CI R ICR0.031.120.02R ICR0.900.00R ICR0.900.06R ICR0.900.01CR0.01CI R ICR0.011.120.01CR0.05CR0.00