For any continuous probability distribution, $P ( x = c ) = 0 \text { for all values of } c \text {. }$

Name: For any continuous probability distribution, $P ( x = c ) = 0 \text { for all values of } c \text {. }$
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In a continuous probability distribution, the probability of any single exact value is zero because there are infinitely many possible values, making the probability of any specific value infinitesimally small.

For Any Continuous Probability Distribution P(x=c)=0 for all values of c. P ( x = c ) = 0 \text { for all values of } c \text {. }P(x=c)=0 for all values of c.

For Any Continuous Probability Distribution $P ( x = c ) = 0 \text { for all values of } c \text {. }$