CharacteristicsTreatment Control P-valueMean SBP 115.3889±113.0588±6.805 Mean difference (SBP) -0.66±3.02922.117 ±2.4710.005347Mean DBP 74.556± 7.36672.4705±6.374 Mean difference (DBP) -1.888±2.94831.411765 ±3.33430.002233Mean Pulse rate96.222±13.088.94±15.43725 Mean difference-9.444±0.5294118±0.3529523write an analysis for the data above and what does the p value mean?

The p-value is nothing but the how likely it is that your data could have occurred under the null…

Answered: Characteristics Treatment Control…

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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Applied Statistical Methods
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For a continuous ransom variable x, the population mean adn the population standard deviation are 30 and 17, respectively. You take a simple random sample of 25 elements from this population. The mean of the sampling distibution of the sample mean is:
Diameters data frame of the first sample (showing only the first five observations) diameters 0 3.30 1 2.82 2 1.98 3 1.41 4 2.75 Diameters data frame of the second sample (showing only the first five observations) diameters 0 2.91 1 2.14 2 3.39 3 1.82 4 2.35 test-statistic = -0.44 two tailed p-value = 0.6625 Suppose that the factory claims that the proportion of ball bearings with diameter values less than 2.20 cm in the existing manufacturing process is the same as the proportion in the new process. At alpha=0.05, is there enough evidence that the two proportions are the same? Perform a hypothesis test for the difference between two population proportions to test this claim. In your initial post, address the following items: Define the null and alternative hypotheses in mathematical terms as well as in words. Identify the level of significance. Include the test statistic and the P-value. See Step 2 in the Python script. (Note that Python methods return two tailed P-values. You must…
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Characteristics	Treatment	Control	P-value
Mean SBP	115.3889±	113.0588±6.805
Mean difference (SBP)	-0.66±3.0292	2.117 ±2.471	0.005347
Mean DBP	74.556± 7.366	72.4705±6.374
Mean difference (DBP)	-1.888±2.9483	1.411765 ±3.3343	0.002233
Mean Pulse rate	96.222±13.0	88.94±15.43725
Mean difference	-9.444±	0.5294118±	0.3529523