Its meant to answer using R Statistical Software

Let X be a random variable that follows a binomial distribution with sample size 2000 and probability 0.001. Also, let Y be a random variable that follows a Poisson distribution with mean 2 in 2 hours. [i] Compute the probabilities: a]P[X= 6] and b]P[X 3] {ii} Compute the P[Y> 4-] in 1 hour. {iii} By generating a sample of 50000 values of): and 50000 values of Y, construct histograms for X and '1'. Comment on the shape of each histogram and explain why thev are similar. {iv} Compute both the covariance and correlation between the samples of X and '1' generated in {iii}. What conclusions can you drawr from their values