Note: For any part below, if it cannot be answered, enter NA. A quality control company was hired to study the length of meter sticks produced by a certain company. The team carefully measured the...

Extracted text: Note: For any part below, if it cannot be answered, enter NA. A quality control company was hired to study the length of meter sticks produced by a certain company. The team carefully measured the length of many maný meter sticks, and the distribution seems to be slightly skewed to the right with a mean of 100.08 cm and a standard deviation of 0.13 cm. a) What is the probability of finding a meter stick with a length of more than 100.17 cm? b) What is the probability of finding a group of 12 meter sticks with a mean length of less than 100.04 cm? c) What is the probability of finding a group of 42 meter sticks with a mean length of more than 100.09 cm? d) What is the probability of finding a group of 48 meter sticks with a mean length of between 100.07 and 100.09 cm? e) For a random sample of 18 meter sticks, what mean length would be at the 92nd percentile? [Round your answers to two decimal places.] Submit Question 8 9 3.