the blank): b. The F-test statistic calculated for this problem is (Round to three decimal places). c. The critical-F value for this problem is (Round to three decimal places). d. We have enough evidence that the variance of weight gains being compared are different. Write "True" or "False" in the blank:
the blank): b. The F-test statistic calculated for this problem is (Round to three decimal places). c. The critical-F value for this problem is (Round to three decimal places). d. We have enough evidence that the variance of weight gains being compared are different. Write "True" or "False" in the blank:
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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Question

Transcribed Image Text:Emily is trying to check if the nutritional content of different formulas have different effects on
mice. She uses five mice to test each type of formulas (A, B, and C) and Formula A is simply a
placebo. Each mouse's weight is recorded in grams. At the end of a specified time period, each
mouse is weighed again and the net gain in grams is recorded as shown in Table 1 below.
Formula
Formula
Formula
A
В
40
47
51
32
38
41
42
49
38
36
46
46
39
44
49
Using an F-test, determine whether or not the variance in weight gain is statistically the
same among the mice that were using Formula B and Formula C. Test at a confidence
level of 90%. (HINT: Remember that the bigger standard deviation goes in the numerator
when calculating the test statistic)
a. Should we run the test on all three columns or only on two columns? (Write "2" or "3" in
the blank):
b. The F-test statistic calculated for this problem is
(Round to three
decimal places).
c. The critical-F value for this problem is
(Round to three decimal
places).
d. We have enough evidence that the variance of weight gains being compared are different.
Vrite "True" or "False" in the blank:
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