In an experiment to determine the effect of catalyst on the yield of a certain reaction, the yields for each of four catalysts were mean reactions run with X = 89.88, X = 89.51, X = 86.98, and X, = 85.79. Assume that five runs were made with each catalyst. If MSE = 3.85, compute the value of the F statistic for testing the null hypothesis that all four catalysts have the same mean yield. Can this null hypothesis be rejected at the 5% level? %3D a. b. Use the Tukey-Kramer method to determine which pairs of catalysts, if any, may be concluded to differ at the 5% level.

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In an experiment to determine the effect of catalyst on the yield of a certain reaction, the
yields
for
each of four catalysts
were
mean
reactions
run
with
X = 89.88, X = 89.51, X = 86.98, and X, = 85.79. Assume that five runs were made
with each catalyst.
If MSE = 3.85, compute the value of the F statistic for testing the null hypothesis that
all four catalysts have the same mean yield. Can this null hypothesis be rejected at the
5% level?
%3D
a.
b. Use the Tukey-Kramer method to determine which pairs of catalysts, if any, may be
concluded to differ at the 5% level.
Transcribed Image Text:In an experiment to determine the effect of catalyst on the yield of a certain reaction, the yields for each of four catalysts were mean reactions run with X = 89.88, X = 89.51, X = 86.98, and X, = 85.79. Assume that five runs were made with each catalyst. If MSE = 3.85, compute the value of the F statistic for testing the null hypothesis that all four catalysts have the same mean yield. Can this null hypothesis be rejected at the 5% level? %3D a. b. Use the Tukey-Kramer method to determine which pairs of catalysts, if any, may be concluded to differ at the 5% level.
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