(4) Using one "regular balanced' (or fair) cight sided-dic. (a) calculate the number of possible outcomes (or combinations) that exist when nine arc rolled together. What (b) is the number of possible outcomes (or combinations) that exist for the nine eight-sided dice when no digit (or number) is repeated? Then, what (c) is the number of possible outcomes (or combinations) that exis for ten eight-sided dice when no digit (or number) is repeated.
(4) Using one "regular balanced' (or fair) cight sided-dic. (a) calculate the number of possible outcomes (or combinations) that exist when nine arc rolled together. What (b) is the number of possible outcomes (or combinations) that exist for the nine eight-sided dice when no digit (or number) is repeated? Then, what (c) is the number of possible outcomes (or combinations) that exis for ten eight-sided dice when no digit (or number) is repeated.
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 6ECP: In Pennsylvania’s Cash 5 game, a player chooses five different numbers from 1 to 43. If these five...
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Transcribed Image Text:4) Using one 'regular balanced' (or fair) cight sided-dic, (a) calculatc the number of possible
outcomes (or combinations) that exist when nine are rolled together. What (b) is the number of
possible outcomes (or combinations) that exist for the nine eight-sided dice when no digit (or
number) is repeated? Then, what (c) is the number of possible outcomes (or combinations) that exist
for ten eight-sided dice when no digit (or number) is repeated.
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