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Implement a simulation code in Matlab in which a source generates a sequence of 10000 binary digits (0 and 1) with equal probability and sends it through a binary symmetric channel (BSC) for which the error probability is 0.3. Transmit the digits using any (6,3) Linear Block Code of your choice. Implement a decoder for the same. Investigate the performance of the system.
Describe the steps in the procedure for testing hypotheses. Discuss the difference between a null hypothesis and an alternative hypothesis.
When using the F-statistic for hypothesis testing of the variance, which sample variance is the numerator and which sample variance is the denominator?
Excluding the combination that includes all the variables, which variables would you consider to include into the model based on Mallows Cp criterion?
What is the probability that two particular people A and B will be on the same team?
An article in Parenting magazine reported that 60% of Americans needed a vacation after visiting their families for the holidays. Suppose this is the true proportion of Americans who feel this way. A random sample of 100 Americans is taken.
A sample of 245 observations is selected from a normal population for which the population standard deviation is known to be 25. The sample mean is 20.
1 the cincinnati enquirer reported that in the united states 66 of adults and 87 of youths ages 12 to 17 use the
Identify the relevant population and sampling frame, and indicate an appropriate sampling method for the situations below: (a) The Human Resources Department wish to determine whether single parent employees have a higher rate of absenteeism than m..
Design an imaginary study or discuss an actual study you've read about that has an experimental or quasi-experimental design that used or would use t-tests or ANOVAs in the data analysis.
Radioactive decay. An experiment was conducted using a Geiger-Mueller tube in a physics lab. Geiger-Mueller tubes respond to gamma rays and to beta particles (electrons). A pulse that corresponds to each detection of a decay product is produced, a..
Morgan has a variance of 1.1, Ben has a variance of 0.7 and Charlotte has a variance of 0.7, and Justin has a variance of 1.2. Who faces the most risk?
Based upon all of this information, do a "goodness-of-fit" test to see if the distributions are the same as they were two years ago. Use a level of confidence of .01. Should we accept Ho or reject Ho?
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