Sampling $4$ pieces of precision$-$wire $($to be used in computer assembly$)$ every hour for the past $24$ hours has produced the Hour Hour R R $13\mathrm{.}2573\mathrm{.}05133\mathrm{.}110\mathrm{.}85193\mathrm{.}4123\mathrm{.}101\mathrm{.}1882\mathrm{.}651\mathrm{.}13142\mathrm{.}831\mathrm{.}31202\mathrm{.}891\mathrm{.}0933\mathrm{.}221\mathrm{.}4393\mathrm{.}020\mathrm{.}71123\mathrm{.}121\mathrm{.}0621$ z$2\mathrm{.}652\mathrm{.}0843\mathrm{.}391\mathrm{.}26102\mathrm{.}851\mathrm{.}33162\mathrm{.}840\mathrm{.}50223\mathrm{.}280\mathrm{.}4653\mathrm{.}071\mathrm{.}17112\mathrm{.}831\mathrm{.}17172\mathrm{.}861\mathrm{.}43232\mathrm{.}941\mathrm{.}5862\mathrm{.}860\mathrm{.}32122\mathrm{.}970\mathrm{.}40182\mathrm{.}741\mathrm{.}29242\mathrm{.}640\mathrm{.}97$ Based on the sampling done, the control limits for $3-$sigma are round intermediate calculations to three decimal places before proceeding with further $)$ Upper Control $($uc$*$L$\_\{$x$\})=$ inches round your response to three decimal places$)$ Lower Control Limit $($ sqcup CL x $)=$ Box inches $($round your response to three places$)$ Based on the x$-$chart, the wire cutting process has been The control for the $3-$sigma R$-$chart are $($round all calculations to three decimal places before proceeding with further $)$ Upper Control $($uC$*$L$\_\{$R$\})=$ your response to three places$)$ Lower Control Limit $($LC$*$L$\_\{$R$\})=$ inches $($ round your response to three decimal places$)$ Based on the R$-$ chartthe wire cutting process has been