You received a large batch of SMD resistors with nominal resistance uniformly distributed between 8 k!) and 12 k0. Your application requires resistance of 10.0 +/ 0.5 k!) It takes you one minute to measure each device. a. b. c. What is the probability that any single device has the required resistance? What is the expected time for you to nd the second suitable part? You test 10 parts and none of them are suitable. How many more devices do you expect to test to nd two suitable parts? What is the probability that the 7'11 part tested will be the third suitable one? If the nominal resistance of the received parts has a more realistic Gaussian distribution with u = 10 k!) and standard deviation of 1.0 kg. What is the probability that any single part has the required resistance