For a uniform distribution,the area under the density function is equal to one.

Question

Quizplus · Accepted Answer

In a uniform distribution, the density function is constant over its support. Therefore, the area under the density function, which represents the probability of observing a value within the support of the variable, is equal to the width of the support multiplied by the height of the density function. The height of the density function is constant, so the area is proportional to the width, which ensures that the total area under the density function is equal to one.

For a Uniform Distribution,the Area Under the Density Function Is