Third Bonus point opportunity

ECE302, Spring 2013, Prof. Boutin


Invent a problem related to the expectation and/or variance of a discrete random variable and solve it. Then post your problem and solution on a Rhea page, and post a link to your page below. If you do so before 11:59pm on Wednesday February 27, you will receive up to 0.5% bonus on your course grade. DO NOT PLAGIARIZE.

Note that you will receive full credit if you do the exercise seriously, following all guidelines, even if your answer is not completely correct. Before you do this exercise, please familiarize yourself with Rhea's copyright policy. By default you can login to Rhea with your Purdue CAREER account. Note that the system keeps track of who writes what/when and this information is available for public view. If you would prefer to participate anonymously, please contact your instructor to obtain a new login name.

Guidelines:

  • Try to come up with an "exam level" problem. It should not be too easy, but it should also not be too hard. If it takes more than 15 minutes to solve for an average student who has attended all lectures and done all the quiz/hw so far, then it is too hard.
  • You must login in order to be able to edit pages.
  • Use the wikitext markup language to type your question and answer. (This is the same language as wikipedia.) Click here for help on the wikitext markup language. DO NOT UPLOAD A PDF OR WORD DOCUMENT.
  • Clearly state the question on top of the page. Put your answer in a separate section below the question.
  • Invite others to share their own answers or comment on your problem/solution towards the bottom of your page.
  • Add the following code on top of your page:
[[Category:ECE302Spring2013Boutin]] [[Category:ECE]] [[Category:ECE302]] [[Category:probability]] [[Category:problem solving]] [[Category:discrete random variable]]
  • If your question related to expectation, then add the following code on top of your page:
[[Category:expectation]]
  • If your question related to independence, then add the following code on top of your page:
[[Category:variance]]
  • At the very bottom of the page, put a link back to this page:
[[Bonus_point_1_ECE302_Spring2012_Boutin|Back to first bonus point opportunity, ECE302 Spring 2013]]

Link to pages with student-created problems on expectation and/or variance of a discrete random variable


Questions/comments

Ask your questions/post comments below.

  • question/comment here.
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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

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