Final answer:
Without the actual data on individual M&M weights, it's not possible to determine the exact percentage of M&Ms that weigh more than 0.911 grams. This typically involves statistical analysis using the mean weight, standard deviation, and a normal distribution model.
Step-by-step explanation:
To determine the actual percentage of M&Ms that weigh more than 0.911 grams, one would typically need to conduct a statistical analysis using data collected from weighing individual M&Ms. This kind of problem is often solved by applying concepts from probability and statistics such as the standard deviation and the normal distribution. Unfortunately, you have not provided the necessary statistical data that allows for the calculation of such a percentage. If such a data table with individual M&M weights were available, the process would involve:
- Calculating the mean weight of the M&Ms from the table provided.
- Using the standard deviation and the mean weight to create a normal distribution model for M&M weights.
- Determining the z-score corresponding to a weight of 0.911 grams.
- Finding the corresponding percentile for that z-score using a standard normal distribution table or software.
- Subtracting the obtained percentile from 1 to find the percentage of M&Ms that weigh more than 0.911 grams.
If you can provide the necessary data or additional context, I would be happy to assist you further in solving this problem.