A Student Union executive wants to estimate the proportion of homeowners who live in a sub-division that neighbors the university are opposed to city council move that removes residential restrictions that would allow for more secondary-suites. This SU executive hires you to take a poll of ? homeowners in the sub-division. You wish to be 95% confident in your sample. In addition, you want to estimate ? to within 0.034 of the true value of ?. (a) How large of a random sample should you take? (When values from a distribution, use three decimals.) ?= ? (b) You decide to take a small simple random sample of ?=7 home-owners, of which 4 indicated they are against more secondary-suites. From this information, how many homeowners should you randomly sample to estimate ?? Use the same level of confidence and error as you did in (a) .









---------------------------------------------------------------------------------------------------------------





A Student Union executive wants to estimate the proportion of homeowners who live in a sub-division...
A student organization wants to get an estimate of the proportion of students who would attend a Tiny Cowboys concert at Al Lang stadium. They ask you how many students they should include in their sample to get this estimate. They tell you that a similar concert held at another college close by had 24% of all students attend the concert, they would be ok with being 90% confident and want the estimate to be within 6% of the true...
First, read the article on "The Delphi Method for Graduate Research." ------ Article is posted below Include each of the following in your answer (if applicable – explain in a paragraph) Research problem: what do you want to solve using Delphi? Sample: who will participate and why? (answer in 5 -10 sentences) Round one questionnaire: include 5 hypothetical questions you would like to ask Discuss: what are possible outcomes of the findings from your study? Hint: this is the conclusion....