This second part of question

d) Use the derivative to determine the dimensions of the practice field, to the nearest hundredth of a meter, that would have the largest area. Width: Length: e) How does the situation change if you want the dimensions so the entire area surrounded by the track has the largest possible area? Determine these dimensions (show work on another sheet). Objective Function: Constraint Equation: Objective Function using one independent variable: Width for maximum area: Length for maximum area