A packaging company of dog biscuits has stipulated that the number of dog biscuits per package is to be no more than 100 on the average. A random sample of 9 packages had the following number of biscuits: 144, 85, 90, 120, 150, 105, 93, 130 and 115. Assume the population of biscuit counts per package is non-normal. The company wants to test to determine if more biscuits are going into each package than the stipulated 100.
-Is there significant evidence to conclude that more biscuits are going into each package than the stipulated 100? Test at a = .05.

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The Answer of A packaging company of dog biscuits has stipulated that the number of dog biscuits per package is to be no more than 100 on the average. A random sample of 9 packages had the following number of biscuits: 144, 85, 90, 120, 150, 105, 93, 130 and 115. Assume the population of biscuit counts per package is non-normal. The company wants to test to determine if more biscuits are going into each package than the stipulated 100.
-Is there significant evidence to conclude that more biscuits are going into each package than the stipulated 100? Test at a = .05.

A Packaging Company of Dog Biscuits Has Stipulated That the Number