Supplemental Problem 1 2 Two-Spinner Sums 1 The Game of Pig 3 2 In some board games, you move your marker a certain number of spaces based on the result of a spinner. Suppose you were playing a game using the two spinners above. The rule is that you spin each spinner and move the same number of spaces as the sum of the two results. 1. Suppose you need a total of at least 5 from the two spinners to reach the winning position on the board. What is your probability of success? 2. Consider the various possible two-spin sums and the probabilities for each. How do these results compare to the results for two-dice sums? What are the similarities and what are the differences?
Supplemental Problem 1 2 Two-Spinner Sums 1 The Game of Pig 3 2 In some board games, you move your marker a certain number of spaces based on the result of a spinner. Suppose you were playing a game using the two spinners above. The rule is that you spin each spinner and move the same number of spaces as the sum of the two results. 1. Suppose you need a total of at least 5 from the two spinners to reach the winning position on the board. What is your probability of success? 2. Consider the various possible two-spin sums and the probabilities for each. How do these results compare to the results for two-dice sums? What are the similarities and what are the differences?
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 13CYU
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Transcribed Image Text:Supplemental Problem
1
2
Two-Spinner Sums
1
The Game of Pig
3
2
In some board games, you move your marker a certain number of spaces based on the
result of a spinner.
Suppose you were playing a game using the two spinners above.
The rule is that you spin each spinner and move the same number of spaces as the sum
of the two results.
1. Suppose you need a total of at least 5 from the two spinners to reach the
winning position on the board. What is your probability of success?
2. Consider the various possible two-spin sums and the probabilities for each.
How do these results compare to the results for two-dice sums? What are the
similarities and what are the differences?
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