- #1
ParisSpart
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the random value X has the inequality , -10<=X<=10 and E(X)=2, what is the minimum upper bound
of the probability P(X>=5) ?
my first thought was to find this P(X>=t)<=E(X)/t which is 2/5 from Markov but its not correct, any ideas?
of the probability P(X>=5) ?
my first thought was to find this P(X>=t)<=E(X)/t which is 2/5 from Markov but its not correct, any ideas?