Question 5

1 points

$1,820,000

$1,720,000

O $1,520,000

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Solve the problem.

The annual revenue and cost functions for a manufacturer of zip drives are approximately R(x) = 520x -0.02x²

and C(x) = 160x + 100,000, where x denotes the number of drives made. What is the maximum annual profit?

O $1,620,000