By definition, empirical probability is equal to:
Ο Α.
Total number of trials
Total number of successful trials
B.
Number of favorable outcomes
Total number of possible outcomes
O
C.
Number of trials
Total number of trials
D.
Number of successful trials

Question

03-05-2022
Business

Answered

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By definition, empirical probability is equal to:
Ο Α.
Total number of trials
Total number of successful trials
B.
Number of favorable outcomes
Total number of possible outcomes
O
C.
Number of trials
Total number of trials
D.
Number of successful trials

Sagot :

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topeadeniran2 topeadeniran2 · Answer 1 · 2022-05-05T11:37:49-04:00

By definition, empirical probability is equal to C. Number of successful trials/Total number of trials.

What is an empirical probability?

It should be noted that empirical probability simply means a experimental probability that is based on historical data.

In this case, by definition, empirical probability is equal to the number of successful trials divided by the total number of trials.

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By definition, empirical probability is equal to: Ο Α. Total number of trials Total number of successful trials B. Number of favorable outcomes Total number of possible outcomes O C. Number of trials Total number of trials D. Number of successful trials

Sagot :

What is an empirical probability?

Other Questions

By definition, empirical probability is equal to:
Ο Α.
Total number of trials
Total number of successful trials
B.
Number of favorable outcomes
Total number of possible outcomes
O
C.
Number of trials
Total number of trials
D.
Number of successful trials