The probabilities of the outcomes of rolling a loaded (unfair) 6-sided die are as follows: P(1)=0.10P(1)=0.10 P(2)=0.15P(2)=0.15 P(3)=0.15P(3)=0.15 P(4)=0.15P(4)=0.15 P(5)=0.15P(5)=0.15 P(6)=0.30P(6)=0.30 If the die is rolled once, what is the probability of obtaining: a. a 3 or a 5? P(3or5)=P(3or5)= b. an odd number? P(odd)=P(odd)= c. a value greater than 3? P( > 3)=P( > 3)=
The probabilities of the outcomes of rolling a loaded (unfair) 6-sided die are as follows: P(1)=0.10P(1)=0.10 P(2)=0.15P(2)=0.15 P(3)=0.15P(3)=0.15 P(4)=0.15P(4)=0.15 P(5)=0.15P(5)=0.15 P(6)=0.30P(6)=0.30 If the die is rolled once, what is the probability of obtaining: a. a 3 or a 5? P(3or5)=P(3or5)= b. an odd number? P(odd)=P(odd)= c. a value greater than 3? P( > 3)=P( > 3)=
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Counting And Probability
Section9.4: Expected Value
Problem 1E: If a game gives payoffs of $10 and $100 with probabilities 0.9 and 0.1, respectively, then the...
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The probabilities of the outcomes of rolling a loaded (unfair) 6-sided die are as follows:
If the die is rolled once, what is the probability of obtaining:
P(1)=0.10P(1)=0.10 | P(2)=0.15P(2)=0.15 | P(3)=0.15P(3)=0.15 | P(4)=0.15P(4)=0.15 | P(5)=0.15P(5)=0.15 | P(6)=0.30P(6)=0.30 |
If the die is rolled once, what is the probability of obtaining:
a. a 3 or a 5?
P(3or5)=P(3or5)=
b. an odd number?
P(odd)=P(odd)=
c. a value greater than 3?
P( > 3)=P( > 3)=
d. a value less than 3?
P( < 3)=P( < 3)=
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