hw1 - Virginia Tech The Bradley Department of Electrical...

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Virginia Tech The Bradley Department of Electrical and Computer Engineering ECE 5605 – Stochastic Signals and Systems – Fall 08 Problem Set 1 Problem 1. A random experiment has sample space S = { a,b,c } . Suppose that P [ { a,c } ] = 5 / 8 and P [ { b,c } ] = 7 / 8. Use the axioms of probability to find the probabilities of the elementary events. Problem 2. Computer programs are classified by the length of the source code and by the execution time. Programs with more than 150 lines in the source code are big ( B ). Programs with 150 lines are little ( L ). Fast programs ( F ) run in less than 0.1 seconds. Slow programs ( W ) require at least 0.1 seconds. Monitor a program executed by a computer. Observe the length of the source code and the run time. The probability model for this experiment contains the following information: P [ LF ] = 0 . 5, P [ BF ] = 0 . 2, and P [ BW ] = 0 . 2. What is the sample space of the experiment? Calculate the following probabilities: (a) Probability that a program is slow. (b) Probability that a program is big.
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hw1 - Virginia Tech The Bradley Department of Electrical...

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