MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN: 9781119256830
Author: Amos Gilat
Publisher: John Wiley & Sons Inc
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two-dimensional Poisson process and the x² dispersion test. Using the following: Solve: An island is divided into 16 equal-sized quadrats, and the number of trees in each quadrat is counted. The results are given below: 12 30 17 16 19 23 24 10 20 11 15 13 26 17 12 23 Check that it is appropriate to use the x2 dispersion test to investigate whether the trees could reasonably be supposed to be randomly positioned on the island and carry out the test. You may use either a fixed-level test or a significance test, whichever you prefer. If you decide to carry out a fixed-level test, then you should use a 5% significance level and state clearly the rejection region for your test. If you decide to carry out a significance test, then you should give an interval within which the p value for the test lies. If your analysis suggests that the trees are not randomly located, then say how you think they are located, justifying your answer briefly.
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Transcribed Image Text:two-dimensional Poisson process and the x² dispersion test. Using the following: Solve: An island is divided into 16 equal-sized quadrats, and the number of trees in each quadrat is counted. The results are given below: 12 30 17 16 19 23 24 10 20 11 15 13 26 17 12 23 Check that it is appropriate to use the x2 dispersion test to investigate whether the trees could reasonably be supposed to be randomly positioned on the island and carry out the test. You may use either a fixed-level test or a significance test, whichever you prefer. If you decide to carry out a fixed-level test, then you should use a 5% significance level and state clearly the rejection region for your test. If you decide to carry out a significance test, then you should give an interval within which the p value for the test lies. If your analysis suggests that the trees are not randomly located, then say how you think they are located, justifying your answer briefly.
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Step 1: Given information
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Step 2: Hypothesis testing
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Step 3: Calculate the chi-square statistic
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Step 4: Obtain critical value
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Step 5: Explore alternative hypothesis
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