5. A quality control inspector uses the rule that if, in a random sample of ten products from a large batch, two or more are defective, then the batch is rejected. If the probability of a defective product in the production process is 0.03, what is the probability that a batch gets rejected? Random Variable X: #of defective products in a random sample of 10 Type of Distribution: Binomial distribution product 1-[(10CO) (0.03) (0.97)10 + (10c1) (0.03) 4) = 1 - 1 (1) (0.73742) + 10 (0.03)) = 1- (0.73742 + 200