Answer: 0 or None
Step-by-step explanation:
When a variable follows a continuous distribution, the probability of any one specific value occurring is technically zero. This is because, in a continuous distribution, there are infinitely many possible values that the variable can take on within a given range. As a result, the probability of any single specific value occurring is infinitely small and is considered to be zero.
In continuous distributions, probabilities are typically calculated for ranges of values or intervals rather than for individual values. The probability density function (pdf) is used to describe the likelihood of a variable falling within a certain range, rather than at a specific point.
