Describe an everyday measurement that you have observed or used and assess whether it may or may not have a normal distribution. Explain in detail why you believe it to be normally distributed or not.

Example: I believe the amount of time I spend driving to work each day follows a normal distribution. Why do I think this? Through experience, I've determined my average time driving to work is 22 minutes. Most of my commute times are almost exactly 22 minutes. I've also had quite a few commute times that are slightly lower or slightly higher than 22 minutes. I notice it is increasingly rare to have very low or very high commute times. Therefore, my daily drive time seems to fit the pattern of a normal distribution.

There are many real-world examples, so please do not use the example I used above