1. Assume you are managing the manufacture of auto brake padsi After extensive study, you find your manufacturing process produces brake pads with an average thickness of 0.76 inches and standard deviation of 0.08 inches. What is the probability that thickness of brake pad is 0.66 inches or less? A. 11 B. .89 C. 77 D. .23 2. Assume you are managing the manufacture of auto brake pads. After extensive study, you find your manufacturing process produces brake pads with an average thickness of 0.76 inches and: standard deviation of 0.08 inches. What is the probability that thickness of brake pad is 1.4 standard deviations below the medn or lessi A. 0.39 B. 0.92 C. 0.61 D. 0.08 3. Assume you are managing the manufacture of auto brake pads. After extensive study, you find your manufacturing process produces brake pads with an average thickness of 0.76 inches and standard deviation of 0.08 inches. What is the probability that thickness of brake pad is 2.4 standard deviations above mean or more? A. .63 B. .01 C. .21 D. 49 4. Assume you are managing the manufacture of auto brake pads. After extensive study, you find your manufacturing process produces brake pads with an average thickness of 0.76 inches and standard deviation of 0.08 inches. What is the probability that the thickness of brake pads falls between 0.69 inches and 0.74 inches? A., 07 B., 13 C., 46 D. .21 5. Assume you are managing the manufacture of auto brake pads. After extensive study, you find your manufacturing process produces brake pads with an average thickness of 0.76 inches and standard deviation of 0.08 inches. What is the probability that the thickness of brake pads falls between 1.1 and 2.3 standard deviations above the mean? A. .34 B. .66 C. .12 D. .86