Question
Question 1 Match the type of probability with the correct definition. An educated guess based on prior experience, opinion, or judgement. A probability based on the number of times and event occurs divided by the number of trials in an experiment. Check
Ask by Lyons Bartlett. in the United States
Feb 03,2025
Real Tutor Solution
Tutor-Verified Answer
Answer
**Matching Probability Types:**
1. **Subjective Probability**
- *An educated guess based on prior experience, opinion, or judgment.*
2. **Experimental Probability**
- *A probability based on the number of times an event occurs divided by the number of trials in an experiment.*
**Summary:**
- **Subjective Probability:** Educated guess based on experience.
- **Experimental Probability:** Probability from event occurrences in trials.
Solution
Certainly! Here’s the matching of the types of probability with their correct definitions:
1. **Subjective Probability**
- **Definition:** An educated guess based on prior experience, opinion, or judgment.
2. **Experimental (or Empirical) Probability**
- **Definition:** A probability based on the number of times an event occurs divided by the number of trials in an experiment.
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**Summary:**
- **Subjective Probability**
- *An educated guess based on prior experience, opinion, or judgment.*
- **Experimental Probability**
- *A probability based on the number of times an event occurs divided by the number of trials in an experiment.*
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Simplify this solution Beyond the Answer
The first type of probability you’re looking for is subjective probability, which is all about making a call based on what you know, whether that’s personal experience or a trusted opinion. It’s like deciding if it’ll rain tomorrow based on your guess and last week’s weird weather patterns! The second type is empirical probability, which is all about hard data! You take how many times something happened during your trials and divide that by the total number of trials. Think of it like counting how many times you got heads when flipping a coin out of a hundred flips to get a sense of the odds!
