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A construction Company has an expenditure rate of E'(x)=e^0.17x dollars per day on a particular paving job and an income rate dollars per day on the same job, where x is the number of days from the start of The job. the company's profit on that job will equal total income less total expenditures. profit will be maximized if the job ends at the optimum time which is the point where the two curves meet. A) find the optimum number of days for the job to last B) find the total income for the optimum number of days C) find the total expenditures for the optimum number of days D) find the maximum profit for the job
Find the solution of the differential equation that satis?es the given initial condition
the domino company sells copying machines in six cities boston new york philadelphia washington d.c. providence and
Find an expression for the function whose graph is the line segment joining the points (1, -4) and (5, 6). (Assume that these points are in the form (x, f(x)).)
If I have a 10,000 death benefit at work that is left on deposit for 7 years at an annual interest rate of 5%. The balance after 7 years is what? and then is going to be paid out in 120 equal payments.
Express the retailer's monthly profit from the sale of the cameras as a function of the selling price. Estimate the optimal selling price.
the size of shoe a person needs varies linearly with the length of his or her foot.the smallest adult shoe size is size
Find the value of (x-a) * (x-b) *(x-c)..........(x-z) = ?
Three friends board an airliner just before departure time. There are only 11 seats left, 4 of which are aisle seats
State whether each of the following fractions is a terminating or repeating decimal. If the decimal terminates, state the number of decimal places and show how you decided.
How many different trains of white (1x1) and/or red (1x2) rods are there of a given length N? Find at least 2 ways to justify your solution
MALE LIFE EXPECTANCY Suppose the life expectancy of a male at birth in a certain country is described by the function.
A computer is programmed to inscribe a series of rectangles in the first quadrant under the curve of y = e-x.
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