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The company's accounting department projects a profit contribution of $$2,400$ for each EZ$-$Rider produced and $$1,800$ for each Sport produced.

represent the EZ$-$Rider model and let $L$ represent the Sport model.$)$

Max $2,400E+()L$

$s.t.$

Engine manufacturing time

Sport maximum

Assembly and testing time

$($b$)$ What is the optimal solution?

$(E,L)=(,)$

$($c$)$ Which constraints are binding? $($Select all that apply.$)$

Engine manufacturing time

Sport maximum

Assembly and testing time