A corporation manufactures candles at two locations. The cost of producing x1 units at location 1 is C1 = 0.02x12 + 3x1 + 500 and the cost of producing x2 units at location 2 is C, = 0.05x22 + 3x2 + 325. The candles sell for $11 per unit. Find the quantity that should be produced at each location to maximize the profit P = 11(x1 + X2) – C1 – C2. X1 = X2 =

Please help I need to revise for tomorrow test

The percent of high school students who smoked cigarettes on 1 or more of the 30 days preceding the survey is given by y = -0.064x² +0.277x +33.715, where x is the number of years after 1990. During what years from 1990 on is the percent greater than 30%? From to the percent is greater than 30%. (Round up to the nearest year as needed.)

Suppose a gift basket maker incurs costs for a basket according to C(x)=18x+220. If the baskets are sold for $43 per basket, what is the revenue function? (Simplify the function, unsimplified will result in 0 credit) R(x)=