Изменения

<tex>P(v_{10}</tex> = 4) = <tex>C^4_104_{10}\cdot (\genfrac{}{}{}{0}{1}{2})^ {4} \cdot (\genfrac{}{}{}{0}{1}{2})^ {10 - 4} </tex> <tex>~\approx ~ 0{.}205 </tex>

<tex>P(v_{10}</tex> = 5) = <tex>C^5_105_{10}\cdot (\genfrac{}{}{}{0}{1}{2})^ {5} \cdot (\genfrac{}{}{}{0}{1}{2})^ {10 - 5}</tex> <tex>~\approx ~ 0{.}246 </tex>

<tex>P(v_{10}</tex> = 6) = <tex>C^6_106_{10}\cdot (\genfrac{}{}{}{0}{1}{2})^ {6} \cdot (\genfrac{}{}{}{0}{1}{2})^ {10 - 6} </tex> <tex>~\approx ~ 0{.}205 </tex>