Fernandez O'Quinn
02/22/2024 · Junior High School
The number \( N \) of cars produced at a certain factory in 1 day after \( t \) hours of operation is given by \( N(t)=300 t-15 t \) \( 0 \leq t \leq 10 \). If the cost \( C \) (in dollars) of producing \( N \) cars is \( C(N)=35,000+3000 N \), find the cost \( C \) as a function of \( t \) time of operation of the factory. What is the cost \( C \) as a function of the time \( t \) of operation of the factory? \( C(t)=\square \)
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\( C(t) = 35,000 + 900,000t - 45,000t^2 \)
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