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Chapter 5: Q 5.7. (page 200)

State the frequentist interpretation of probability.

Short Answer

Expert verified

The proportion of times an event occurs in a large number of repetitions of the same experiment determines its probability.

Step by step solution

01

Step 1. Given information.

The given statement is:

State the frequentist interpretation of probability.

02

Step 2. State the frequentist interpretation of probability.

The frequentist interpretation of probability holds that the likelihood of an event occurring in a large number of repetitions of the same experiment is equal to the proportion of times it occurs.

For instance, suppose a coin is tossed N times and the number of heads is k. In this situation, the chances of getting a "head" are as follows:

P(head)=kN

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