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1a. A company's daily profit, P(x) is given by P(x) = -2x 2 + (200 - 4*25)x + 2*25 2 - 200*25 + 5500 ,

1a.A company's daily profit, P(x) is given by P(x) = -2x2 + (200 - 4*25)x + 2*252 - 200*25 + 5500, where x is the number of articles produced per day. (ATTN: in this problem and the problems below, checkat least twice all calculated(in accord with the PEMDAS rule!) numeric coefficients and constants that depend onN before you'll proceed with a solution!) Use the calculus technologyto find the value xopt so that the daily profit is a maximum.To verify your result, use the corresponding non-calculus technology (the point xopt is x-coordinate of the vertex of parabola representing the function P(x)). See the precalculus file 24_Handout_9_QUADRATIC FUNCTIONS.doc. Round off the value xopt to nearest integer). Evaluate the maximum value P(xopt) of the function P(x).

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