1) Suppose a coin is flipped three times in a row and the results from each flip are recorded. a) Write out the sample space for this experiment. b) Write out the set of outcomes in the event "the coin lands heads exactly twice". c) Write out the set of outcomes in the event "all three flips land on the same

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Question 1)) need help with probability for chapter 16 a probability
40:103
nstructor: Randy Mershon
(1) Suppose a coin is flipped three times in a row and the results from each flip are
recorded.
a) Write out the sample space for this experiment.
Homework Assignment 3 Due 3/27
b) Write out the set of outcomes in the event "the coin lands heads exactly twice".
c) Write out the set of outcomes in the event "all three flips land on the same
side".
(2) Suppose a card is drawn froma standard deck of cards.
a) Write out the set of outcomes in the event "a queen was drawn".
b) Write out the set of outcomes in the event "a face card was drawn".
(3) A computer password consists of four letters followed by a single digit. Assume
passwords are not case sensitive.
a) How many different passwords are possible?
b) How many different passwords end in 1?
with Z?
Transcribed Image Text:40:103 nstructor: Randy Mershon (1) Suppose a coin is flipped three times in a row and the results from each flip are recorded. a) Write out the sample space for this experiment. Homework Assignment 3 Due 3/27 b) Write out the set of outcomes in the event "the coin lands heads exactly twice". c) Write out the set of outcomes in the event "all three flips land on the same side". (2) Suppose a card is drawn froma standard deck of cards. a) Write out the set of outcomes in the event "a queen was drawn". b) Write out the set of outcomes in the event "a face card was drawn". (3) A computer password consists of four letters followed by a single digit. Assume passwords are not case sensitive. a) How many different passwords are possible? b) How many different passwords end in 1? with Z?
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