Using the data below, compute the corrective action limits$,$ which is $2\mathrm{.}25$ standard deviations. The process standard deviation, o$,$ is estimated to be $213.$

Observation

Sample

$1$

$2$

$3$

$4$

$5$

$1$

$5,253$

$5,082$

$5,628$

$5,495$

$4,909$

$2$

$5,030$

$5,483$

$5,126$

$5,045$

$5,084$

$3$

$4,843$

$4,813$

$4,883$

$5,595$

$4,639$

$4$

$5,672$

$4,583$

$4,690$

$5,756$

$5,055$

$5$

$5,624$

$5,356$

$4,727$

$4,654$

$5,201$

$6$

$5,324$

$5,460$

$5,460$

$5,322$

$4,873$

$7$

$4,533$

$4,822$

$5,689$

$5,091$

$4,596$

$8$

$5,013$

$5,675$

$5,531$

$4,656$

$4,783$

$9$

$5,424$

$4,909$

$5,648$

$4,914$

$5,066$

$10$

$5,035$

$4,657$

$5,459$

$5,768$

$5,623$

Compute the Target, UCL, LCL

Target $=$

UCL $=$

LCL $=$

Is this process in or out of control? Why or why not$/$