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Is there a difference in the spending patterns of high school seniors depending on their gender? A study to investigate this question focused on 196 employed high school seniors. Students were asked to classify the amount of their earnings that they spent on their car during a given month: A portion of the Minitab printout is given here.
Use the printout to analyze the relationship between spending patterns and gender.
What is ?
______________
What is the p-value?
______________
Conclude that there ______________ sufficient evidence to indicate a difference in spending patterns between males and females.
Test Statistic
A metric deduced from a sample's data in the process of hypothesis testing, which aids in determining the rejection of the null hypothesis.
P-value
The probability of observing a statistic at least as extreme as the one observed if the null hypothesis is true.
Upper Tailed Test
A hypothesis test where the critical area, in which the null hypothesis is rejected, is located in the upper tail of the probability distribution.
Test Statistic
A figure derived from data within a sample, utilized to determine the rejection of the null hypothesis in the context of statistical hypothesis testing.
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