I want to calculate this; Please check attachment!
Follow Math Help Forum on Facebook and Google+
Click here. Alternatively $\displaystyle \displaystyle \frac{{3117\choose{56}}{3248\choose{56}}}{{6235\ch oose{113}}} = \frac{\frac{3117!}{56!\,3061!}\cdot\frac{3248!}{56 !\,3192}}{\frac{6235!}{113!\,6122!}}$ Simplify if you can.
Thanks very good website! Do you know fact of which number is need to 10^18 ??
Originally Posted by Hamed I want to calculate this; Please check attachment! Why do you need to know this? CB
Originally Posted by Hamed Thanks very good website! Do you know fact of which number is need to 10^18 ?? ??? No need for a calculator $\displaystyle 10^{18}$ is 1 000 000 000 000 000 000, a "1" with 18 "0"s. Or did you mean something else?
View Tag Cloud