Question: Critical values for quick reference during this activity. Confidence level Critical value 0.90 z=1.645 0.95 z=1.960 0.99 z=2.576 377158.2334820.qx3zqy7 Start The manager of a bookstore

Critical values for quick reference during this activity.

Confidence level Critical value

0.90

z=1.645

0.95

z=1.960

0.99

z=2.576

377158.2334820.qx3zqy7

Start

The manager of a bookstore with a coffee shop wants to know the proportion of customers that come into the store because of the coffee shop. A random sample of 75 customers was polled. Use Sheet 3 of the Excel file linked above to calculate p^ and the 95% confidence interval.

p^=

Upper bound for 95% confidence interval =

Lower bound for 95% confidence interval =

The manager can say with 95% confidence that the true population proportion of the customers that come into the store because of the coffee shop is in the interval [000000000,000000000].

Spread sheet data 3

table {mso-displayed-decimal-separator:"\."; mso-displayed-thousand-separator:"\,";} tr {mso-height-source:auto;} col {mso-width-source:auto;} td {padding-top:1px; padding-right:1px; padding-left:1px; mso-ignore:padding; color:black; font-size:11.0pt; font-weight:400; font-style:normal; text-decoration:none; font-family:Calibri, sans-serif; mso-font-charset:0; text-align:general; vertical-align:bottom; border:none; white-space:nowrap; mso-rotate:0;} .xl16 {color:#202124; font-size:10.0pt; font-family:Arial, sans-serif; mso-font-charset:0;} .xl17 {white-space:normal;}

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