Unexplained sum of squares measures variation
The unexplained sum of squares measures variation in the dependent variable Y about the
mean of the Y values.
estimated Y values.
mean of the X values.
Y - intercept.
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The city of Oakdale wishes to see if there is relationship between the temperature and the amount of electricity used (in kilowatts).
State the null hypothesis and alternative hypothesis. Calculate the test statistics. Determine the rejection region for the test when? = 0.01?
Which branch of statistics would employ probability to calculate the average miles per gallon of 2000 Toyota Celica?
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Which data would be measured over interval of time as opposed to at a point in time?
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