A student took a random sample of 165 properties to examine how much more waterfront property is worth. Her summaries and boxplots of the two groups of prices are shown. Construct and interpret a 95% confidence interval for the mean additional amount that waterfront property is worth. (From technology, df = 98.21.) Non-Waterfront Prop. n S 101 209,848.55 98,497.62 FIX n S Waterfront Prop. D 64 337,262.48 148,502.32 Sale Prices ($1000) 800- 600- 400- 200- O The 95% confidence interval is (■.). (Round to the nearest whole number as needed. Use ascending order. Do not include the $ sign.) O NW

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A student took a random sample of 165 properties to examine how much more
waterfront property is worth. Her summaries and boxplots of the two groups of prices
are shown. Construct and interpret a 95% confidence interval for the mean additional
amount that waterfront property is worth. (From technology, df = 98.21.)
Non-Waterfront Prop.
n
y
S
101
209,848.55
98,497.62
n
S
Waterfront Prop.
64
337,262.48
148,502.32
Sale Prices ($1000)
800-
600-
400-
200-
0-
The 95% confidence interval is (■■).
(Round to the nearest whole number as needed. Use ascending order. Do not include the $ sign.)
O
NW
W
□
Transcribed Image Text:A student took a random sample of 165 properties to examine how much more waterfront property is worth. Her summaries and boxplots of the two groups of prices are shown. Construct and interpret a 95% confidence interval for the mean additional amount that waterfront property is worth. (From technology, df = 98.21.) Non-Waterfront Prop. n y S 101 209,848.55 98,497.62 n S Waterfront Prop. 64 337,262.48 148,502.32 Sale Prices ($1000) 800- 600- 400- 200- 0- The 95% confidence interval is (■■). (Round to the nearest whole number as needed. Use ascending order. Do not include the $ sign.) O NW W □
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