10.20 Smartphones and purchases. A research study asked 4024 smartphone users about how they used their phones. In response to a question about purchases, 2057 reported that they purchased an item after using their smartphone to search for information about the item. a. What is the sample size n for this survey? b. In this setting, describe the population proportion P in a short sentence. c. What is the count X? Describe the count in a short sentence. d. Find the sample proportion p. e. Find SE,, the standard error of p. f. Give the 95% confidence interval for Pin the form of estimate plus or minus the margin of error. g. Give the confidence interval as an interval of percents.

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10.20 Smartphones and purchases. A research study asked 4024 smartphone
users about how they used their phones. In response to a question about
purchases, 2057 reported that they purchased an item after using their
smartphone to search for information about the item.
a. What is the sample size n for this survey?
b. In this setting, describe the population proportion P in a short sentence.
c. What is the count X? Describe the count in a short sentence.
d. Find the sample proportion p.
e. Find SE, the standard error of p.
f. Give the 959% confidence interval for P in the form of estimate plus or
minus the margin of error.
g. Give the confidence interval as an interval of percents.
Transcribed Image Text:10.20 Smartphones and purchases. A research study asked 4024 smartphone users about how they used their phones. In response to a question about purchases, 2057 reported that they purchased an item after using their smartphone to search for information about the item. a. What is the sample size n for this survey? b. In this setting, describe the population proportion P in a short sentence. c. What is the count X? Describe the count in a short sentence. d. Find the sample proportion p. e. Find SE, the standard error of p. f. Give the 959% confidence interval for P in the form of estimate plus or minus the margin of error. g. Give the confidence interval as an interval of percents.
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