Present Or draw a SD model to show the dynamics of a system consisting of the following components of a closed system. Show a graph of the population stock versus time. Run sensitivity analysis with item no$.7.$

Hint: Population increases by growth and decreases by death and consumes resources which is of finite amount. As population grows, more resources are consumed, and the amount of resources that are available per person decreases, which causes an increase in the death rate. $60$ points

Table of components

$\backslash$table$[[$Item No$.,$Name,Type$],[1,$Growth rate coefficient,Converter$],[2,$Growth rate,Flow$],[3,$Population,Stock$],[4,$Death rate,Flow$],[5,$Death rate coefficient,Converter$],[6,$Resources $($Finite$),$Stock$],[7,$Consumption rate,Flow$],[8,$Resources available per person,Converter$]]$