) Determine the number(range) of chocolate chips in a bag that make up the middle 99% of bags.
Lacking data. Mean? Standard Deviation?
To determine the number or range of chocolate chips in a bag that make up the middle 99% of bags, we need some information about the distribution of chocolate chips in bags. Specifically, we need data on the number of chocolate chips in each bag.
If you have a dataset with the number of chocolate chips in each bag, you can calculate the range of the middle 99% as follows:
1. Sort the dataset in ascending order.
2. Find the total number of bags in the dataset.
3. Calculate the number of bags that make up the outer 1%, which is equal to 1% of the total number of bags.
4. Subtract the number of bags from the total to find the number of bags that make up the middle 99%.
5. Determine the minimum and maximum number of chocolate chips from the bags in the middle 99%.
For example, let's say you have a dataset with 100 bags of chocolate chips. You would need to determine the number of bags that make up the outer 1%, which is 1% of 100 bags = 1 bag. Therefore, the middle 99% would consist of the remaining 99 bags.
If we assume the dataset is sorted in ascending order, you can find the minimum number of chocolate chips in the middle 99% by looking at the number of chips in the 1st bag and the maximum number of chocolate chips in the middle 99% by looking at the number of chips in the 99th bag.
Please note that without actual data or distribution information, it is impossible to provide an exact answer. This explanation assumes that you have access to a dataset with the number of chocolate chips in each bag. If you don't have access to such data, you could estimate the number or range based on general assumptions or averages.