4. The Canadian Costal Health Society warned that the East Creek was contaminated. They took a random sample of locations in the East Creek and recorded the coliform count (bacteria per 100 ml of water) in early August and then again in October at the same locations after several rainstorms. Report the appropriate summary statistics for each sample. Test the claim that the true mean coliform is different before and after the rainstorms using both a hypothesis test and a confidence interval and a = 0.05. Be sure to state which type of test you are using, the null and alternative hypotheses, the test statistic, p-value, decision and conclusion. Be sure to interpret the Cl in the terms of the problem.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Need help with question 4 only. I did it but I just want to make sure I did it right before submitting it! Thank you in advance

Greek data:

August (bacteria per 100 ml water) October (bacteria per 100 ml water)
310 301
299 335
421 232
265 239
391 311
274 238
327 295
300 274
222 293
276 331
375 328
225 252
351 320
510 256
332 260
411 285
349 218
527 319
349 365
375 298
366 236
276 297
339 312
335 302
334 333
333 300
334 335
338 308
340 313
337 315
339 314
331 302
334 303
327 305
316 310
304 314
319 303
294 309
299 307
311 309
3. To compare the effect of the declining bee population on honey production,
independent samples of Hives in Kentucky and Missouri were selected and the
amount of honey harvested (in pounds) from each were recorded. Assume that
the underlying populations are normal. Report the appropriate summary
statistics for each sample. Test the claim that the true mean honey harvest per
hive is different in the two states using both a hypothesis test and a confidence
interval and a = 0.05. Be sure to state which type of test you are using, the null
and alternative hypotheses, the test statistic, p-value, decision and conclusion.
Be sure to interpret the Cl in the terms of the problem.
4. The Canadian Costal Health Society warned that the East Creek was
contaminated. They took a random sample of locations in the East Creek and
recorded the coliform count (bacteria per 100 ml of water) in early August and
then again in October at the same locations after several rainstorms. Report the
appropriate summary statistics for each sample. Test the claim that the true
mean coliform is different before and after the rainstorms using both a
hypothesis test and a confidence interval and a = 0.05. Be sure to state which
type of test you are using, the null and alternative hypotheses, the test statistic,
p-value, decision and conclusion. Be sure to interpret the Cl in the terms of the
problem.
The Remember the goal of any lab is that you learn by doing!
Save you file often and do not delete any data!
DO NOT SUBMIT the original data.
Copy summary statistics, test results into Word.
Your decision must be in terms of Ho and your conclusion must be a complete sentence
in terms of the claim.
Transcribed Image Text:3. To compare the effect of the declining bee population on honey production, independent samples of Hives in Kentucky and Missouri were selected and the amount of honey harvested (in pounds) from each were recorded. Assume that the underlying populations are normal. Report the appropriate summary statistics for each sample. Test the claim that the true mean honey harvest per hive is different in the two states using both a hypothesis test and a confidence interval and a = 0.05. Be sure to state which type of test you are using, the null and alternative hypotheses, the test statistic, p-value, decision and conclusion. Be sure to interpret the Cl in the terms of the problem. 4. The Canadian Costal Health Society warned that the East Creek was contaminated. They took a random sample of locations in the East Creek and recorded the coliform count (bacteria per 100 ml of water) in early August and then again in October at the same locations after several rainstorms. Report the appropriate summary statistics for each sample. Test the claim that the true mean coliform is different before and after the rainstorms using both a hypothesis test and a confidence interval and a = 0.05. Be sure to state which type of test you are using, the null and alternative hypotheses, the test statistic, p-value, decision and conclusion. Be sure to interpret the Cl in the terms of the problem. The Remember the goal of any lab is that you learn by doing! Save you file often and do not delete any data! DO NOT SUBMIT the original data. Copy summary statistics, test results into Word. Your decision must be in terms of Ho and your conclusion must be a complete sentence in terms of the claim.
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