The USA Today claims that 44% of adults who access the Intenet read the international news online. You want to check the accuracy of their claim by surveying a random sample of 120 adults who access the Internet and asking theim if they read the international news online. Fifty- two adults respond "yes." • Verify that the sampling distribution of p can be approximated by the normal distribution. Use a 95% confidence interval to test the newspaper's claim. Use mathematics to explain your answer. If we were to increase the value of n from 120 to 200, how would the width of the confidence interval be effected?

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CR2. The USA Today claims that 44% of adults who access the Internet read the international news
online. You want to check the accuracy of their claim by surveying a random sample of 120
adults who access the Internet and asking them if they read the international news online. Fifty-
two adults respond "yes."
dinelh boa
• Verify that the sampling distribution of p can
approximated by the normal distribution.
lemon
Use a 95% confidence interval to test the newspaper's claim. Use mathematics to explain your
answer.
n i bgguonda olion A D
d ltoo lo u 85
odralo
n lo noitol b eai
gnialealeo narlw
nodte lon w.anim .
lei sonpilno
boing
If we were to increase the value of n from 120 to 200, how would the width of the confidence
interval be effected?
Statistics Unit 6 Assessment
Transcribed Image Text:CR2. The USA Today claims that 44% of adults who access the Internet read the international news online. You want to check the accuracy of their claim by surveying a random sample of 120 adults who access the Internet and asking them if they read the international news online. Fifty- two adults respond "yes." dinelh boa • Verify that the sampling distribution of p can approximated by the normal distribution. lemon Use a 95% confidence interval to test the newspaper's claim. Use mathematics to explain your answer. n i bgguonda olion A D d ltoo lo u 85 odralo n lo noitol b eai gnialealeo narlw nodte lon w.anim . lei sonpilno boing If we were to increase the value of n from 120 to 200, how would the width of the confidence interval be effected? Statistics Unit 6 Assessment
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