A certain screw making machine produces on average of 2 defective screw out of 100, and packs them in boxes of 500. Find the probability that a box contains 15 defective screws.

1
\(\frac{{{{15}^{10}}}}{{10!}}{e^{ - 10}}\)
2
\(\frac{{{{10}^{15}}}}{{15!}}{e^{ - 15}}\)
3
\(\frac{{{{10}^{15}}}}{{15!}}{e^{ - 10}}\)
4
\(\frac{{{{15}^{10}}}}{{15!}}{e^{ - 10}}\)

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