Suppose there is an experiment to compare fuel economics for two types of similarly equipped diesel mini-trucks. In this experiment, 15 Volkswagen and 10 Toyota trucks were used in a 90-kph test. If the Volkswagen trucks averaged 17 km/liter with s=1 km/liter and the Toyota units averaged 12 km/liter with s=0.8 km/liter. It is desired to know if it can be sufficiently said that Volkswagen trucks exceed similar Toyota counterparts by 4 km/liter at 5% significance level.

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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1. What is the number of degrees of freedom? 2. What is the value of test statistic?
Suppose there is an experiment to compare fuel economics for two types of similarly
equipped diesel mini-trucks. In this experiment, 15 Volkswagen and 10 Toyota trucks were
used in a 90-kph test. If the Volkswagen trucks averaged 17 km/liter with s=1 km/liter and
the Toyota units averaged 12 km/liter with s=0.8 km/liter. It is desired to know if it can be
sufficiently said that Volkswagen trucks exceed similar Toyota counterparts by 4 km/liter
at 5% significance level.
Transcribed Image Text:Suppose there is an experiment to compare fuel economics for two types of similarly equipped diesel mini-trucks. In this experiment, 15 Volkswagen and 10 Toyota trucks were used in a 90-kph test. If the Volkswagen trucks averaged 17 km/liter with s=1 km/liter and the Toyota units averaged 12 km/liter with s=0.8 km/liter. It is desired to know if it can be sufficiently said that Volkswagen trucks exceed similar Toyota counterparts by 4 km/liter at 5% significance level.
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