Salario minimo
∫0
∞ r −1 − x
x
e dx para valores de r comprendidos entre 1 y 2.
Para valores de r mayores (o menores) puede aplicarse sucesivamente la identidad Γ (r +1) = r Γ (r). r
1.000 1.001 1.002 1.003 1.004 1.005 1.006 1.007 1.008 1.009 1.010 1.011 1.012 1.013 1.014 1.015 1.016 1.017 1.018 1.019 1.020 1.021 1.022 1.023 1.024 1.025 1.026 1.027 1.028 1.029 1.0301.031 1.032 1.033 1.034 1.035 1.036 1.037 1.038 1.039 1.040 1.041 1.042 1.043 1.044 1.045 1.046 1.047 1.048 1.049
Γ(r) 1.00000000 0.99942377 0.99884952 0.99827723 0.99770690 0.99713854 0.99657212 0.99600765 0.99544511 0.99488452 0.99432585 0.99376911 0.99321429 0.99266138 0.99211038 0.99156129 0.99101409 0.99046879 0.98992538 0.98938385 0.98884420 0.98830643 0.98777052 0.98723648 0.986704290.98617396 0.98564548 0.98511884 0.98459405 0.98407108 0.98354995 0.98303064 0.98251315 0.98199748 0.98148362 0.98097156 0.98046130 0.97995285 0.97944618 0.97894130 0.97843820 0.97793688 0.97743734 0.97693956 0.97644354 0.97594929 0.97545679 0.97496605 0.97447705 0.97398979
r
1.050 1.051 1.052 1.053 1.054 1.055 1.056 1.057 1.058 1.059 1.060 1.061 1.062 1.063 1.064 1.065 1.066 1.067 1.068 1.0691.070 1.071 1.072 1.073 1.074 1.075 1.076 1.077 1.078 1.079 1.080 1.081 1.082 1.083 1.084 1.085 1.086 1.087 1.088 1.089 1.090 1.091 1.092 1.093 1.094 1.095 1.096 1.097 1.098 1.099
Γ(r) 0.97350427 0.97302048 0.97253842 0.97205808 0.97157947 0.97110257 0.97062738 0.97015390 0.96968212 0.96921204 0.96874365 0.96827695 0.96781194 0.96734861 0.96688696 0.96642698 0.96596867 0.96551203 0.965057040.96460372 0.96415204 0.96370202 0.96325364 0.96280689 0.96236179 0.96191832 0.96147648 0.96103626 0.96059766 0.96016068 0.95972531 0.95929155 0.95885940 0.95842884 0.95799989 0.95757253 0.95714676 0.95672257 0.95629996 0.95587894 0.95545949 0.95504161 0.95462530 0.95421055 0.95379736 0.95338572 0.95297564 0.95256711 0.95216012 0.95175468
r
1.100 1.101 1.102 1.103 1.104 1.105 1.106 1.107 1.108 1.1091.110 1.111 1.112 1.113 1.114 1.115 1.116 1.117 1.118 1.119 1.120 1.121 1.122 1.123 1.124 1.125 1.126 1.127 1.128 1.129 1.130 1.131 1.132 1.133 1.134 1.135 1.136 1.137 1.138 1.139 1.140 1.141 1.142 1.143 1.144 1.145 1.146 1.147 1.148 1.149
Γ(r) 0.95135077 0.95094840 0.95054755 0.95014824 0.94975045 0.94935418 0.94895942 0.94856618 0.94817445 0.94778423 0.94739550 0.94700828 0.946622550.94623832 0.94585557 0.94547431 0.94509454 0.94471624 0.94433942 0.94396407 0.94359019 0.94321777 0.94284682 0.94247732 0.94210929 0.94174270 0.94137756 0.94101387 0.94065163 0.94029082 0.93993145 0.93957351 0.93921701 0.93886193 0.93850827 0.93815604 0.93780522 0.93745582 0.93710783 0.93676124 0.93641607 0.93607229 0.93572992 0.93538894 0.93504935 0.93471116 0.93437435 0.93403892 0.93370488 0.93337222r
1.150 1.151 1.152 1.153 1.154 1.155 1.156 1.157 1.158 1.159 1.160 1.161 1.162 1.163 1.164 1.165 1.166 1.167 1.168 1.169 1.170 1.171 1.172 1.173 1.174 1.175 1.176 1.177 1.178 1.179 1.180 1.181 1.182 1.183 1.184 1.185 1.186 1.187 1.188 1.189 1.190 1.191 1.192 1.193 1.194 1.195 1.196 1.197 1.198 1.199
Γ(r) 0.93304093 0.93271102 0.93238247 0.93205529 0.93172948 0.93140502 0.93108193 0.930760190.93043980 0.93012076 0.92980307 0.92948672 0.92917171 0.92885804 0.92854571 0.92823471 0.92792504 0.92761670 0.92730968 0.92700399 0.92669961 0.92639655 0.92609480 0.92579437 0.92549524 0.92519742 0.92490090 0.92460569 0.92431177 0.92401915 0.92372781 0.92343777 0.92314902 0.92286155 0.92257537 0.92229046 0.92200683 0.92172448 0.92144339 0.92116358 0.92088504 0.92060776 0.92033174 0.920056980.91978348 0.91951123 0.91924024 0.91897050 0.91870200 0.91843475
r
1.200 1.201 1.202 1.203 1.204 1.205 1.206 1.207 1.208 1.209 1.210 1.211 1.212 1.213 1.214 1.215 1.216 1.217 1.218 1.219 1.220 1.221 1.222 1.223 1.224 1.225 1.226 1.227 1.228 1.229 1.230 1.231 1.232 1.233 1.234 1.235 1.236 1.237 1.238 1.239 1.240 1.241 1.242 1.243 1.244 1.245 1.246 1.247 1.248 1.249
Γ(r) 0.91816874 0.91790397...
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