A machine makes chocolates with a mean weight of 109.0-g and a standard deviation of 0.8-g. The chocolates packed into b

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A Machine Makes Chocolates With A Mean Weight Of 109 0 G And A Standard Deviation Of 0 8 G The Chocolates Packed Into B 1 (17.64 KiB) Viewed 9 times

A Machine Makes Chocolates With A Mean Weight Of 109 0 G And A Standard Deviation Of 0 8 G The Chocolates Packed Into B 2 (21.83 KiB) Viewed 9 times

A Machine Makes Chocolates With A Mean Weight Of 109 0 G And A Standard Deviation Of 0 8 G The Chocolates Packed Into B 3 (28.14 KiB) Viewed 9 times

A machine makes chocolates with a mean weight of 109.0-g and a standard deviation of 0.8-g. The chocolates packed into boxes of 50. Find the 97th percentile for the total weight of the chocolates in a box. Note: the z-score for the 97% is 1.881 Round your answer to the nearest gram. Your Answer:
The mean weight of a male moose is 547-kg and the standard deviation is 56.7-kg. When we take random groups of 18 male moose and add their weights together the distribution of the group totals (sum) weights is Ex-N (9,846-kg, 240.6-kg). What z- score should be used to calculate the probability that a randomly selected group of 18 male moose will have a total weight of less than 10495 g? Give your answer of 3 decimal places.
The mean weight of adult female pandas is x-N (105-kg, 5.4-kg). When we take randomly selected groups of 24 female pandas the distribution of the group means is x-N (105-kg, 1.102-kg). What z-score should be used to calculate the probability that a randomly selected group of 24 adult female pandas will have a mean weight of less than 103.2 g? Give you answer to 3 decimal places. Your