Asked by Stephanie Schiwietz on May 16, 2024

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A study was conducted to compare automobile gasoline mileage for three brands of gasoline, A, B, and C. Four automobiles, all of the same make and model, were used in the experiment, and each gasoline brand was tested in each automobile. Using each brand in the same automobile has the effect of eliminating (blocking out) automobile-to-automobile variability. The data (in miles per gallon) are as follows: A study was conducted to compare automobile gasoline mileage for three brands of gasoline, A, B, and C. Four automobiles, all of the same make and model, were used in the experiment, and each gasoline brand was tested in each automobile. Using each brand in the same automobile has the effect of eliminating (blocking out) automobile-to-automobile variability. The data (in miles per gallon) are as follows:   Use Minitab or Excel to generate a summary table and the ANOVA table. Do the data provide sufficient evidence to indicate a difference in mean mileage per gallon for the three brands of gasoline? F = ______________ p-value = ______________ There ______________ sufficient evidence to indicate a difference in mean mileage per gallon for the three brands of gasoline. Is there evidence of a difference in mean mileage for the four automobiles? F = ______________ p-value = ______________ There ______________ sufficient evidence to indicate a difference in mean mileage per gallon for the four automobiles. Use Minitab or Excel to generate a summary table and the ANOVA table.
Do the data provide sufficient evidence to indicate a difference in mean mileage per gallon for the three brands of gasoline?
F = ______________
p-value = ______________
There ______________ sufficient evidence to indicate a difference in mean mileage per gallon for the three brands of gasoline.
Is there evidence of a difference in mean mileage for the four automobiles?
F = ______________
p-value = ______________
There ______________ sufficient evidence to indicate a difference in mean mileage per gallon for the four automobiles.

Automobile-To-Automobile Variability

Variation in characteristics or properties observed between different automobiles.

Miles Per Gallon

A measure of fuel efficiency in vehicles, representing the number of miles a vehicle can travel per gallon of fuel.

  • Master the theoretical framework and practical application of randomized block design in experimental investigations.
  • Analyze the statistical findings relevant to randomized block experiments.
  • Distinguish between treatments and blocks in experimental setups.
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Kendall BellamyMay 19, 2024
Final Answer :
6.457249; 0.0319204; is; 3.7472118; 0.0791685; is not