In the mass production of engine blocks for a single cylinder, the tolerance in the diameter...

  

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In the mass production of engine blocks for a single cylinder, the tolerance in the diameter (D) of the cylinders is normally distributed. The average diameter of the cylinders has been measured to be 4 in. and the standard deviation is 0.002 in, what are the probabilities of the following cases? a. A cylinder is measured with D4.002. b. A cylinder is measured with D4.005 C. A cylinder is measured with 3.993 D 4.003 d. If cylinders with deviation from the mean diameter of greater than 20 are rejected, what percent of the blocks will be rejected. In the mass production of engine blocks for a single cylinder, the tolerance in the diameter (D) of the cylinders is normally distributed. The average diameter of the cylinders has been measured to be 4 in. and the standard deviation is 0.002 in, what are the probabilities of the following cases? a. A cylinder is measured with D4.002. b. A cylinder is measured with D4.005 C. A cylinder is measured with 3.993 D 4.003 d. If cylinders with deviation from the mean diameter of greater than 20 are rejected, what percent of the blocks will be rejected.