A manufacturer makes two products. The price functions for the two products are p1(x)=24−5x,p2(y)=27−3y. The cost function is C(x,y)=x+2y−xy+190. Here x and y are daily production levels, and the price and cost functions are in thousands of dollars. Find the production levels x and y which maximize the company's profit. Round your answers to the nearest integer. x=  y=

Q: 1. The y-intercept of the function y = 3(x + 19)2 – 27 is а. 334 b. -27 С. -8 d. 1056

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