Use a standard deviation $($z$)$ of $3.$x $+$Sample NumberNumber of Defects$46101\mathrm{.}2\mathrm{.}3\mathrm{.}4.$What is the value of the Upper Control Limit $($UCL$)$ for the c $-$ chart?What is the value of the Lower Control Limit $($LCL$)$ for the c $-$ chart?Is the process in control?Use the UCL and the LCL calculated using Samples $1$ through $10.$ Now suppose that there are $12$ defects in the next sample $($Sample #$11).$ Without recalculating the control limits$,$ would the process be in control?