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Question: Profit Function Suppose that the revenue R, in dollars, from selling x cell phones, in hundreds, is R(x) = -1.2x2 + 220x. The cost C, in dollars, of selling x cell phones is C(x) = 0.05x3 - 2x2 + 65x + 500.
(a) Find the profit function, P(x) = R(x) - C(x).
(b) Find the profit if x = 15 hundred cell phones are sold.
(c) Interpret P( 15).
VELOCITY OF A CAR Suppose the distance s (in feet) covered by a car moving along a straight road after t sec is given by the function.
suppose that a share of shell costs 21 now and that the continuously compounded risk-free rate is 1. compute the value
If Line segment B H || Line segment E G , find the m Angle E D F .
An airplane ticket costs $200 if there are 50 or fewer people on the plane. But for each passenger over 50, the price per ticket is reduced by $2. (For example, if there are 52 passengers, then a ticket costs $196.) If revenue is maximized, how ma..
M(dv/dt)= -cv-mg v(0)=0, find v(t) and check that your answer satisfies the initial condition and the differential equation.
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Label the Vertex and the Axis of symmetry
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A montly cost of a long distance phone plan in dollars is a linear function of the total calling time in minutes. When graphed the funtion gives a line with a slope of 0.13.
discretionary household income in a certain state is exponentially distributed with a mean of 4800 per year i.e. ?
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