Question

Write A function Markov that take ?, ? and ? as inputs and return the upper bounds for ?(?≥?⋅??) given by the below Markov inequalities as output.

For the binomial distribution
p.n
with mean $\mu=np$ and variance $\sigma^2=np(1-p)$ ,
we would like to upper bound the probability $P(X\ge c\cdot \mu)$ for .

Example:

Markov(100.,0.2,1.5)

Output:

0.6666666666666666

Which of the following is the correct output for Markov(200.,0.3,1.1)?

A. 0.909

B 0.558

C. 0.986

D. 0872

Answer 1

Answer 2

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