Q34Single correct3 Marks16 Oct 2022Let XXX be a Poisson random variable with mean equal to 202020. Which of the following bounds can be obtained using Markov’s inequality?AP(X>30)≥2030P(X>30)\ge\frac{20}{30}P(X>30)≥3020BP(X>30)≤2031P(X>30)\le\frac{20}{31}P(X>30)≤3120CP(X>25)≥2025P(X>25)\ge\frac{20}{25}P(X>25)≥2520DP(X<25)≤2025P(X<25)\le\frac{20}{25}P(X<25)≤2520