The equation $f(x)=0.125$ can serve as the probability density function of a random variable that takes on values on the interval from 1 to 8 .

Name: The equation $f(x)=0.125$ can serve as the probability density function of a random variable that takes on values on the interval from 1 to 8 .
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A probability density function (pdf) must integrate to 1 over its domain, but integrating $f(x) = 0.125$ from 1 to 8 gives $0.125 \times (8-1) = 0.875$, not 1.

The Equation f(x)=0.125f(x)=0.125f(x)=0.125 Can Serve as the Probability Density Function of a Random

The Equation $f(x)=0.125$ Can Serve as the Probability Density Function of a Random