In theory, when rolling a balanced die, each side has an equal probability of occurring. Since there are six sides (numbered 1 through 6), each number has a probability of \(\frac{1}{6}\) of being rolled.
After rolling the die 400 times, we would expect:
- Each number (1, 2, 3, 4, 5, 6) to appear approximately the same number of times.
- Specifically, for a large number of rolls like 400, we would expect each number to appear around \(\frac{400}{6} \approx 66.67\) times.
Based on this reasoning, the best answer is:
C. Jimmy should roll approximately the same amount of all numbers on the die.