THE Taller`ing duly represent the Will of rain for as random sample of IZ Kain dallas . A Young gratuity` I'," Bilal suggests; the Hale could carne lian it population This! { normaly distributed A hazplat indicates. there are no antlers Complete parts al through it ; below`` SU E 5. 72 4. 67 4.74 5. 20 1. TO {` Click the loan In view the table at critical t_ valuing` \\Table of Critical I - values 17 7 Chalermnine is wound Estimale Fox the circulation 1`n . A paint est mate for the population mean 15. 4.9:4 Round to two decimal places as needed!*!* Ibj Construct and interpret { {5{` confidence Interval for the mican Fill it ranwater Select the correct choice below and fill ` the answer foxes In complete your choice* ( LISE ascending order Round to two decimal places as needEd* !* YA. There is IT'; confidence that the population mean fill It rain water is between 1. 72 and 5. 10^ Tight till O B . It repeated samples are taken, `` It them will have A Sample PH at rain water between and* OF. There is a 95` chance that the house me` fill of rain water is between` _grid 11. 15 11. 201 151 Construct and interpret & }}' confidence interval for I've mean OH of rainwater . Select thre currenl stivicE Lek and fill in the answer buzz; Io cernulate your Itic` 1. 5^ 19^ THISve AGTending ander Finund to tan decimal places AS needed! ! 1 1`` UTIL 1 1` 1}3} Lord^ `A . There is a`'s confidence that the population mean Fill It rain water is between 4}} and $ 25 1. 135 L476 ZOIS 1.971 1 9 U.TIB ONE. It repeated samples are taken, `` of them will have a Sample: all of rain water between and* 11 19 1415 1. 4^ ^ OF. There is a `^` chance that the Trust Insan CH of rain water is between\\ _and 1943 9 362 ` ATTI 1 375 1 907 AS the level of confidence increases , the width of the interval increases . This makes sense since the margin of Error increases as well