please be as detailed as possible.

(10) A computer manufacturer purchases chips from multiple suppliers that arrive in lots of 1000 chips. Each of the chips in a given lot has a probability r of being defective, wherer is a value for a random variable R that is uniformly distributed in the interval (0.1, 0.2). To improve the reliability of the computers produced using the chips, the manufacturer tests 2 chips that are randomly selected from each arriving lot, and rejects the lot if either of the 2 tested chips is found to be defective. (a) (4) Determine the probability that an arriving lot is accepted. (b) (3) Determine the pdf for R among those lots that are accepted. (e) (3) Compare the expected number of defective chips in an arriving lot with the expected number of defective chips in a lot that is accepted. You do not need to simplify your answer. (10) A computer manufacturer purchases chips from multiple suppliers that arrive in lots of 1000 chips. Each of the chips in a given lot has a probability r of being defective, where is a value for a random variable R that is uniformly distributed in the interval (0.1, 0.2). To improve the reliability of the computers produced using the chips, the manufacturer tests 2 chips that are randomly selected from each arriving lot, and rejects the lot if either of the 2 tested chips is found to be defective. (a) (4) Determine the probability that an arriving lot is accepted. (b) (3) Determine the pdf for R among those lots that are accepted. (C) (3) Compare the expected number of defective chips in an arriving lot with the expected number of defective chips in a lot that is accepted. You do not need to simplify your a answer. (10) A computer manufacturer purchases chips from multiple suppliers that arrive in lots of 1000 chips. Each of the chips in a given lot has a probability r of being defective, wherer is a value for a random variable R that is uniformly distributed in the interval (0.1, 0.2). To improve the reliability of the computers produced using the chips, the manufacturer tests 2 chips that are randomly selected from each arriving lot, and rejects the lot if either of the 2 tested chips is found to be defective. (a) (4) Determine the probability that an arriving lot is accepted. (b) (3) Determine the pdf for R among those lots that are accepted. (e) (3) Compare the expected number of defective chips in an arriving lot with the expected number of defective chips in a lot that is accepted. You do not need to simplify your answer. (10) A computer manufacturer purchases chips from multiple suppliers that arrive in lots of 1000 chips. Each of the chips in a given lot has a probability r of being defective, where is a value for a random variable R that is uniformly distributed in the interval (0.1, 0.2). To improve the reliability of the computers produced using the chips, the manufacturer tests 2 chips that are randomly selected from each arriving lot, and rejects the lot if either of the 2 tested chips is found to be defective. (a) (4) Determine the probability that an arriving lot is accepted. (b) (3) Determine the pdf for R among those lots that are accepted. (C) (3) Compare the expected number of defective chips in an arriving lot with the expected number of defective chips in a lot that is accepted. You do not need to simplify your a