1. Gas Mileage The Environmental Protection Agency (EPA) routinely collects data concerning automobile gas mileage. Suppose the EPA wanted to be 90% confident of its estimate for the mean fuel economy rating for a certain manufacturer's entire line of passenger cars (n = 10). Here is what they found: First they found the Then they determined the Next, they found the interval endpoints. Finally, they formed the interval estimate: mean of a margin of error: random sample: E= 3.0 Left: 31.1 - 3.0 = 28.1 A 28.1 < u < 34.1 *= 31.1 Right: 31.1 + 3.0 = 34.1 + 27 29 30 31 32 33 35 Given all of this information, determine the standard deviation of the original sample. 介

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Each student must answer these questions. However, "elbow partners" may assist
each other to promote understanding.
1. Gas Mileage The Environmental Protection Agency (EPA) routinely collects
data concerning automobile gas mileage. Suppose the EPA wanted to be 90%
confident of its estimate for the mean fuel economy rating for a certain
manufacturer's entire line of passenger cars (n = 10). Here is what they found:
First they
found the
Then they
determined the
Next, they found
the interval
Finally, they formed
the interval
mean of a
random
margin of error:
endpoints.
estimate:
sample:
E= 3.0
Left: 31.1 - 3.0 =
28.1
S 28.1 < µ < 34.1
= 31.1
Right: 31.1 + 3.0 =
34.1
27
29
30
31
32
33
34
35
Given all of this information, determine the standard deviation of the original
sample.
F9
F10
F5
&
4.
7
E R
T
Y
K
Transcribed Image Text:Each student must answer these questions. However, "elbow partners" may assist each other to promote understanding. 1. Gas Mileage The Environmental Protection Agency (EPA) routinely collects data concerning automobile gas mileage. Suppose the EPA wanted to be 90% confident of its estimate for the mean fuel economy rating for a certain manufacturer's entire line of passenger cars (n = 10). Here is what they found: First they found the Then they determined the Next, they found the interval Finally, they formed the interval mean of a random margin of error: endpoints. estimate: sample: E= 3.0 Left: 31.1 - 3.0 = 28.1 S 28.1 < µ < 34.1 = 31.1 Right: 31.1 + 3.0 = 34.1 27 29 30 31 32 33 34 35 Given all of this information, determine the standard deviation of the original sample. F9 F10 F5 & 4. 7 E R T Y K
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