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A B C In Even Head Toss, a carnival game the object is to flip a head and roll an even number. What are the favorable outcomes? H2, H4, H6 T2, T4. T6.

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Presentation on theme: "A B C In Even Head Toss, a carnival game the object is to flip a head and roll an even number. What are the favorable outcomes? H2, H4, H6 T2, T4. T6."— Presentation transcript:

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2 A B C In Even Head Toss, a carnival game the object is to flip a head and roll an even number. What are the favorable outcomes? H2, H4, H6 T2, T4. T6 H1, H3, H5 I NEED HELP!

3 Great Job!!!! Next Question

4 Try Again Back To Question 1 HERE IS A HINT: HERE IS A HINT: Think of the word favorable like favorite, it is the outcome that you want to happen.

5 A B C In the previous question you read about the game Even Head Toss. What is the probability of winning Even Head Toss? 25% 1/2 3/4 I NEED HELP!

6 Great Job!!!! Next Question

7 Try Again HERE IS A HINT: HERE IS A HINT: Did you make a tree diagram? List the sample space? These ideas will help you to solve the problem!!! Back To Question 2

8 A B C 15 8 2 I NEED HELP! I have a bag with three marbles (red, orange, and green) and a spinner with 5 equal sectors on it (red, orange, yellow, green, and blue). How many outcomes are there in my sample space?

9 Great Job!!!! Next Question

10 Try Again Back To Question 3 HERE IS A HINT: HERE IS A HINT: Remember to calculate the total number of outcomes simply multiply the number of items in each part of the experiment together.

11 A B An experiment is conducted rolling a die. The die was rolled ten times and it landed on 4 three times. If I said the probability of landing on 4 was 3/10 which vocabulary term below best represents this probability Theoretical/Hypothetical Results Actual/Experimental Results I NEED HELP!

12 Great Job!!!! Next Question

13 Try Again Back To Question 4 HERE IS A HINT: HERE IS A HINT: Look back at how we defined these terms. Remember actual results are what happen when you actually do the experiment and hypothetical results are like making a hypothesis, it is what you think should happen.

14 A B C A simulation was conducted that involved picking a card 1-3. What word below describes the probability of selecting a 4? impossible 0% 1/3 I NEED HELP!

15 Great Job!!!! Next Question

16 Try Again Back To Question 5 HERE IS A HINT: HERE IS A HINT: Can you pull a 4 if there is only a 1, 2, and 3? Did you choose a word to describe the probability?

17 Explain what it means if the outcomes of an experiment are equally likely? I NEED HELP! ANSWER

18 Great Job!!!! Next Question Equally likely means that each of the outcomes in the sample space have an equal or equivalent probability. In other words, each outcome has the same chance of being selected. It can be 50% but does not have to be! If all the outcomes have a ¼ chance of happening they would be considered equally likely

19 Try Again Back To Question 6 HERE IS A HINT: HERE IS A HINT: Look in you notebook for our classroom definition of equally likely.

20 List the sample space for an experiment that has the participant spinning a spinner twice. On the spinner there is a red sector, orange sector, purple sector, and black sector. I NEED HELP! ANSWER

21 Next Question RRORPRBR ROOOPOBO RPOPPPBP RBOBPBBB

22 Try Again Back To Question 7 HERE IS A HINT: HERE IS A HINT: Try making a tree diagram, table, or organized list to help you with this problem!!!

23 A B C On the spinner to the right, which word best describes the chance of landing on red? Unlikely Very Unlikely Impossible I NEED HELP!

24 Great Job!!!! Next Question

25 Try Again Back To Question 8 HERE IS A HINT: HERE IS A HINT: What is the percent probability of landing on red? Remember that to become “very” it needs to be less than 25%!

26 A B C What do the words and & or mean? Multiply & Divide Add & Multiply Multiply & Add I NEED HELP!

27 Great Job!!!! You are now ready for your quiz… good luck!

28 Try Again Back To Question 9 HERE IS A HINT: HERE IS A HINT: Think about how these words were used in class. If I asked you to find the probability of rolling a 1 or 2 on a die, what would you do with those probabilities?


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