EE351KHW_7Fall2007 - THE UNIVERSITY OF TEXAS AT AUSTIN...

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THE UNIVERSITY OF TEXAS AT AUSTIN Department of Electrical and Computer Engineering EE 351K • Probability and Random Processes • Fall 2007 Assignment No. 7; Due Thursday, October 18, 2007 Please include the following information on the first page of each assignment: (1) Your name (printed legibly), (2) Course number EE 351K , (3) Assignment Number , and (4) Due Date . Thank you. Problem (1) Consider a biased coin where the probability of heads is 0.6 and the probability of tails is 0.4. If you toss the coin 5 times (independent tosses): What is the probability of: (a) getting exactly 3 heads? (b) getting exactly 2 tails? (c) getting between 1 and 3 heads ( inclusive)? (d) getting at least one tail? (e) getting less than 3 heads? Problem (2) Consider a baseball player named Ted whose batting average is 0.400, meaning the probability of getting a hit the next time at bat is 0.400. Consider the next 10 times Ted will be at bat, and answer the following questions:
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This note was uploaded on 01/20/2010 for the course EE 351k taught by Professor Bard during the Spring '07 term at University of Texas at Austin.

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EE351KHW_7Fall2007 - THE UNIVERSITY OF TEXAS AT AUSTIN...

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