You flip a coin 30 times and get heads, so the chance of getting heads is 11/30. Is this an example of theoretical or experimental probability?
This is an example of experimental probability.
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HERE ARE THE QUIZ ANSWERS FOR CONNEXUS!!!!
1. experimental
2. 30
3. 7/12
4. 50
5. 60
6. 1/6
7. independent
8. 4/5
9. 42/552
10. 2/25
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To determine whether this is an example of theoretical or experimental probability, we need to understand the definitions of these terms.
- Theoretical Probability: Theoretical probability is based on the assumption of an ideal situation, where all outcomes are equally likely. It is calculated by dividing the number of favorable outcomes by the total number of possible outcomes.
- Experimental Probability: Experimental probability is based on the actual outcomes obtained from conducting an experiment or observing an event. It is calculated by dividing the number of favorable outcomes observed in the experiment by the total number of trials conducted.
In this case, flipping a coin 30 times and getting heads only once does not indicate that the chance of getting heads is 11/30. It is a misunderstanding of the concept of probability. Theoretical probability of getting heads when flipping a fair coin is always 1/2 or 0.5, regardless of any previous outcomes. Whereas, experimental probability can only be determined based on actual outcomes from a specific experiment or observation.
Therefore, the statement you mentioned is neither theoretical nor experimental probability. It is an incorrect calculation or interpretation of the probability based on a particular sequence of outcomes.