A college mathematics course meets two days every week for one hour each day. The instructor chooses a random time during each class and counts the number of students present at that time. On any particular day, the probability that the instructor performs this count during the first half of class is 0.79. During a particular week, assume the counting time chosen on the second day of the week is independent of the counting time chosen on the first day. What is the probability that the count is performed during the first half of class on both days of that week?
A college mathematics course meets two days every week for one hour each day. The instructor chooses a random time during each class and counts the number of students present at that time. On any particular day, the probability that the instructor performs this count during the first half of class is 0.79. During a particular week, assume the counting time chosen on the second day of the week is independent of the counting time chosen on the first day. What is the probability that the count is performed during the first half of class on both days of that week?
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...
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A college mathematics course meets two days every week for one hour each day. The instructor chooses a random time during each class and counts the number of students present at that time. On any particular day, the probability that the instructor performs this count during the first half of class is 0.79.
During a particular week, assume the counting time chosen on the second day of the week is independent of the counting time chosen on the first day. What is the probability that the count is performed during the first half of class on both days of that week?
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