e Required to Estimate a Standard Deviation Population and to be 95% confident of that statement, and to be 99% confident of that For s to be within of a statement, the sample size, n, should be at...


A marketing firm wishes to estimate the standard deviation of the ages of college students. How many students must the marketing firm randomly survey if they want to be 99% confident that the sample standard deviation of the ages of college students is within 5% of the true population standard deviation of ages of college students?


e Required to Estimate a<br>Standard Deviation<br>Population<br>and to be 95%<br>confident of that<br>statement,<br>and to be 99%<br>confident of that<br>For s to be within<br>of a<br>statement,<br>the sample size, n, should be at least...<br>thin 20%<br>fident of<br>ple size<br>85<br>1%<br>19205<br>33218<br>g 99%<br>5%<br>768<br>n 1336<br>200]<br>10%<br>192<br>336<br>20%<br>48<br>85<br>30%<br>21<br>38<br>40%<br>12<br>22<br>50%<br>8<br>14<br>REES OF<br>

Extracted text: e Required to Estimate a Standard Deviation Population and to be 95% confident of that statement, and to be 99% confident of that For s to be within of a statement, the sample size, n, should be at least... thin 20% fident of ple size 85 1% 19205 33218 g 99% 5% 768 n 1336 200] 10% 192 336 20% 48 85 30% 21 38 40% 12 22 50% 8 14 REES OF

Jun 04, 2022
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