Answer: For a continuous random variable x, the height of the function x is represented by the probability density function (PDF) or the probability distribution function (PDF) of x.
Step-by-step explanation:
The probability that the variable x will take on particular values within a specified range is described in the PDF. It is used to compute probabilities and carry out statistical analysis. It shows the relative likelihood of each value occuring.
The probability density, or the chance of observing a given value, is represented by the height of the PDF at a given value of x. It is crucial to remember that the probability cannot be determined solely by looking at the height of the PDF. To find the probability of a certain range or interval, you need to calculate the area under the PDF curve for that interval.