Let X be a Poisson random variable with mean 20.
(a) Use the Markov inequality to obtain an upper
bound on
p = P{X Ú 26}
(b) Use the one-sided Chebyshev inequality to obtain an
upper bound on p.
(c) Use the Chernoff bound to obtain an upper bound
on p.
(d) Approximate p by making use of the central limit
theorem.
(e) Determine p by running an appropriate program.
