Answer:


Explanation:
Given
See attachment for dataset
Solving (a): Percentage to accept
The percentage to accept are flea collars that range between 14mg to 16mg (inclusive)
From the attachment, we have:

--- Number of 14mg to 16mg
So, the percentage to accept is:




Solving (b): Collars to reject
In (a), we have:

The number to reject is then calculated by subtracting the collars to accept from the total (this is called complement rule)
So, we have:



11 will be rejected