Choose the correct option: For a uniform probability density function, the height of the function is ___?
a. Is different for various values of x  b. Decreases as x increases c. Cannot be larger than 1 d. Is the same for each value of x

Solution:

As the name suggests, a uniformly or symmetrical probability distribution of a finite continuous variable data series is called a uniform probability distribution function. 

The probability density function is the probability function represented for the density of a continuous random variable that falls within a specific range of values or it also defines as the likelihood of an outcome for discrete values.

The area under it is equal to 1 since it has a flat probability density. The mean is equal to the median and all the values are equally probable.

Thus, For a uniform probability density function, the height of the function is the same for each value of x.

Choose the correct option: For a uniform probability density function, the height of the function is ___?
a. Is different for various values of x  b. Decreases as x increases c. Cannot be larger than 1 d. Is the same for each value of x

Summary:

For a uniform probability density function, the height of the function is the same for each value of x.