Quadratic Functions The financial department of a company that produces digital cameras, using statistical and analytical techniques, arrived at the following cost and revenue functions C(x) = 156 19.7x Cost function R(x) = 94.8x - 5x2 Revenue function where C(x), and R(x) are in millions of dollars and x is in millions of cameras. (A)Using the revenue function and the cost function, write an equation for the profit function. (B)Find the value of x to the nearest thousand cameras that will generate the maximum profit. (C) What is the maximum profit to the nearest thousand dollars? (C) Given that price, p(x) = 94.8 -5x, what is the wholesale price per camera (to the nearest dollar) that generates the maximum profit? (D) Graph the profit function.