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Communications

10. Warming up on Conditional Probability and Independence (Chapter 4.2)

This assignment must be submitted at least one hour before class meets.



Please select your section
Section # Time Room Instructor
C565 MW 9:30 A BS 3018 Hernandez
C566 MW 1:00 P BS 3018 Hernandez
C567 MW 2:30 P BS 2007 Patterson
C568 MW 5:45 P LE 105 Hicks
C569 MW 7:15 P LE 103 Omran
C570 TR 11:00 A BS 2007 Tompkins
C571, C575 TR 1:00 P LE 101 Watt
C572 TR 4:00 P BS 3006 Tompkins
C573 TR 5:45 P LE 105 Schilling
C574 MW 6:00 P CS Holmes


Please type your LAST, FIRST name:
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I received no help from anyone on this assignment.

The following question refers to the material you were to read in preparation to the lesson.

You may change your mind as often as you wish. When you are satisfied with your responses, click the SUBMIT button at the bottom of this page.



1. Think of two independent events that have some probability of occurring in your future. What are these two events and why are they independent with respect to one another?

2. If events A and B are independent, decide whether A and B' (i.e., B complement) are independent. Explain or justify your decision.





Below is a space for your thoughts, including general comments about today's assignment (what seemed impossible, what reading didn't make sense, what we should spend class time on, what was "cool", etc.):




You may change your mind as often as you wish. When you are satisfied with your responses click the SUBMIT button.

I received no help from anyone on this assignment.



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