1. The likelihood measure of an outcome is: probability. 2. A collection of outcomes with a common feature is: an event. 3. The occurrence of a sum of 2 with a pair of dice exemp... 1. The likelihood measure of an outcome is: probability. 2. A collection of outcomes with a common feature is: an event. 3. The occurrence of a sum of 2 with a pair of dice exemplifies: an event. 4. Fred rolled two dice 25 times, getting a sum of 8 ten times. Total trials? 25. 5. Experimental probability is referred to as: both statistical and empirical probability. 6. A Grade 12 student tossed a coin 50 times and got tails 22 times. What is the experimental probability for tails? 7. Number of outcomes in a single coin toss? 2. 8. Possible outcomes for a coin toss? heads and tails. 9. Mya's dad packed Smarties: what are the total possible outcomes for one selected Smartie? 20. 10. The ratio of outcomes of an event to total outcomes is: probability. 11. What is the theoretical probability of landing on an even number in roulette? Option 3. 12. The probability of rolling doubles with two dice? Option 4. 13. Which ratio shows odds in favor? favorable outcomes : unfavorable outcomes. 14. Odds against drawing a face card from a deck? 10 : 3. 15. True statement about experimental and theoretical probabilities? Experimental probability approximates theoretical probability as trials increase.
Understand the Problem
The question set is asking about concepts related to probability, events, and outcomes in the context of experiments and trials. It examines the relationships between experimental and theoretical probabilities, the number of outcomes in various scenarios, and how these concepts can be represented mathematically.
Answer
22/50 or 11/25
The final answer is 22/50 or 11/25
Answer for screen readers
The final answer is 22/50 or 11/25
More Information
Experimental probability is calculated by dividing the number of times an event occurs by the total number of trials.
Tips
Make sure to use the correct count for the event and the total number of trials.
Sources
Thank you for voting!
