All bends to be 90", 40.50 Using the top picture, the total length of this metal object should be 6.11 inches with a tolerance of plus or minus .03 inches. Suppose that a manufacturer's process to create these objects created them so that the lengths were normally distributed, with a mean length was 6.121 inches with a standard deviation of 0.007 inches. If one object was then chosen at random, what is the probability that (a) the object would be found to be not acceptable (having a length longer than 6.14 inches)? (b) the object would be found to be not acceptable (having a length shorter than 6.08 inches)? (c) Would either of these situations be a usual occurrence? Support your