In a crash test of 26 minivans of a Japanese manufacturer, collision repair costs are found to have a distribution that is roughly bell shaped, with a mean of $1850 and a standard deviation of $340. Construct a 95% confidence interval for the mean repair cost in all such vehicle collisions by filling in the following blanks
df =
Critical value = Point Estimate =
Standard Error of the Estimate =
Margin of Error =
Lower Confidence Limit =
Upper Confidence Limit =
n= 26
s = 340
d.f= n - 1 = 26 - 1 = 25
Critical value = 2.060
Point Estimate = 1850
standard error = se
95% confidence interval
Formula
E = Margin of Error
tc = 2.060 ( using t-table )
Margin of Error = 137.3603
95 % confidence interval is
Lower Confidence Limit = 1712.6397
Upper Confidence Limit = 1987.3603
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