sampling distributions for means

The distribution based on $n=100$ will look the most skewed; larger samples are more sensitive to the population's skew.

All three simulated distributions will have the same shape; the number of simulated samples is the same in each case.

All three simulated distributions will look strongly skewed; the population itself is skewed.

All three simulated distributions will look approximately normal; 2,000 repetitions is enough to guarantee normality regardless of sample size.

The distribution based on $n=5$ will look the most skewed, and the distribution based on $n=100$ will look the most nearly normal.

The first probability is greater.

The second probability is greater.

The two probabilities are equal.

Both probabilities are less than 0.05.

They cannot be compared without the individual times.