able to easily calculate the actual percent of dropped calls directly from the entire database of millions of calls. So, you decide to take a random sample of 2500 calls, and each call is classified as "dropped" or "not dropped". Of the 2500 calls examined, 1.462% of them were classified as "dropped". Calculate the appropriate test statistic. Enter with 2 decimals (eg. 1.96).

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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A cell phone service provider claims that only 1% of their calls get "dropped" (i.e., neither party
hangs up, but the connection is lost). You work for the Consumer Protection Agency, and
believe that the percent of dropped calls from this provider is higher than 1%. Your agency has
been granted access to this company's detailed call records. It takes careful examination of each
call transaction to determine if the call can be considered a "dropped call", so you are not able to
easily calculate the actual percent of dropped calls directly from the entire database of millions
of calls. So, you decide to take a random sample of 2500 calls, and each call is classified as
"dropped" or "not dropped". Of the 2500 calls examined, 1.462% of them were classified as
"dropped". Calculate the appropriate test statistic. Enter with 2 decimals (eg. 1.96).
Transcribed Image Text:A cell phone service provider claims that only 1% of their calls get "dropped" (i.e., neither party hangs up, but the connection is lost). You work for the Consumer Protection Agency, and believe that the percent of dropped calls from this provider is higher than 1%. Your agency has been granted access to this company's detailed call records. It takes careful examination of each call transaction to determine if the call can be considered a "dropped call", so you are not able to easily calculate the actual percent of dropped calls directly from the entire database of millions of calls. So, you decide to take a random sample of 2500 calls, and each call is classified as "dropped" or "not dropped". Of the 2500 calls examined, 1.462% of them were classified as "dropped". Calculate the appropriate test statistic. Enter with 2 decimals (eg. 1.96).
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