1. Simulate Multiple Dice

2. Create a simulation of 500 rolls of two individual dice and then sum the two values for each roll.

3. Calculate the mean, standard deviation, median, 1st quartile, third quartile, skewness and kurtosis of the distribution

4. Determine the frequencies for the possible values 2 through 12

5. Make a historgram

6. Repeat for a simulation of three dice

7. Stats for three-dice simulation

8. Frequencies for three-dice simulation

9. Three-dice simulation histrogram

10. Skew and Kurt
The skewness results for these distributions was close to zero for all three because these dice simulation distributions tend to be symmetric.
The kurtosis results are negative but head toward zero as the number of dice increase.

11. As the number of dice in the simulation increases, we head toward a normal distribution with an excess kurtosis of zero.