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Matlab programs need to be explained through comment lines.
a- Use Matlab to generate uniform, exponential, Rayleigh, and gamma RVs for different values of the parameters a and b. Plot the probability density function (pdf) curves for each RV and compare with the analytical pdfs.
b- It is well-known that the sum of independent and identically distributed exponential RVs has a gamma distribution. Generate six independent exponential RVs with a=0 and b=4 (or mu=4), sum them and plot the pdf of the sum. Compare the obtained pdf with the theoretical gamma pdfand comment on the obtained results.
What will the interest charges be if she elects the 24-month plan and find the periodic payment R required to amortize a loan of P dollars
Debate if "failing to reject the null" is the same as "accepting the null." Support your position with examples of acceptance or rejection of the null. Next, give your opinion on whether or not a failed t test "proves" the null hypothesis.
Describe the different type of taxes and their rates in Spokane WA.
What is the chi squared statistic for the given information?
What is the probability that my right headlight will last for at least 1900 hours given that it has not failed after 950 hours?
Construct a truth table for the statement [~q ^ ( p ⇒ q )] ⇒ ~p Show intermediate steps, with appropriate column headings - Write the statement in logical form with appropriate variables and quantifiers.
Add a column to the right of the Last column. Label it "Full Name." Using spreadsheet functions or operations, populate the Full Name column using the format "Last Name, First Name."
Differential equation to determine what happens to the turtle population in the long run -remote island satisfies the differential equation
Describe the statistical analysis. (HINT: This should either be a correlation/regression depending on your research question). What is your IV(s)? What is your DV? What level of measurement are your IV(s) and DV? What is your alpha level?
In Excel, use a suitable method for generating the number of days needed to repair the copier, when it is out of service, according to the discrete distribution shown.
1 consider the following lpmaximize z4x15x23x3subject tox1x24x3le6x12x2x3le7x14x22x3le12a add slack variables x4 x5 and
Compute the test statistic. The null hypothesis is to be tested at 95% confidence. Determine the critical value(s) for this test. What do you conclude?
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