The binomial distribution is introduced through its unique connection to the Bernoulli distribution through what is called a Bernoulli process. The probability mass function is derived and proven to be a mass function using the Binomial Theorem. The mean is derived, and the variance and moment generating function are given. All of this is illustrated using Example 1. Example 9 is also used to illustrate utility. The last 14.3 minutes of the video includes a tutorial on using R and RStudio to compute probabilities associated with the binomial distribution.