simultaneously. Step$2$ and Step $3$ can be carried out in parallel.The figure below shows a student registration process consisting of five steps. Assume steady$-$state. Each step has one person assigned, except for Step $3$ which has two people as$$21$ personS$11$ personS$41$ personS$51$ person$532$ personsThe task time for each step is provided below:Step #S$1$S$2$S$3$S$4$S$5$Task Time $($minutes$)1313$The cycle time of the entire process is$13$ minutes. $($Enter your response rounded to one decimal place.$)$The capacity of the entire process is$4\mathrm{.}6$ units$/$hour$.($Enter your response rounded to one decimal place.$)$The throughput time for the entire process is$37$ minutes. $($Enter your response rounded to one decimal place.$)$If a third person is added to Step $3,$ the cycle time of the entire process $($in minutes$)$ will be$13$ minutes. $($Enter your response rounded to one decimal place.$)$