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Assume that for a certain product, its price function of demanding is p(x) = 25 - 0.03 x, where x is the quantity of the products. The total cost is C(x) = 1500 + 10x. What is the maximal profit and at what x it can he attained? (Hint, the total profit is given by P(x) = xp(x) - C(x).)
Buying a home is the biggest single investment or purchase that most individuals make. This project is designed to give you some insight into the home-buying process and the associated costs. Find all the costs associated with buying a home by..
he log was 210 feet ahead of you when you noticed it, which unfortunately wasn't soon enough.
How to interpret binary number when it's used as radix-2 unsigned integer and when it is used as 2's complement?
There's 16 wrapped candies that are exactly the same, except one of them is 3 times heavier than the rest. Weighing only THREE times, how do you find the heavier candy?
When one outlet pipe is closed, it takes 5 hours to fill the tank. Find the flow rates (in gallons per hours) in and out of the pipes.
Draw a picture of every tree with 1, 2, 3, 4, 5, or 6 vertices. Just include one copy of each tree - that is to say you should eliminate any trees that are isomorphic to others on your list.
Find sin for the given value of csc . csc sin (Simplify your answer. Type an integer or a fraction.) For the graph on the right, determine whether f( x) f(x) or What is f( x) equal to?
What is the difference between an expression and an equation? (minimum 100 words)
Suppose an object is dropped from a height feet above the ground. Then its height, in feet, after seconds is given by . If a ball is dropped from 208 feet above the ground, how long does it take to reach ground level?
Elena's daughter sold 78 boxes of Girl Scout cookies. She was told that this amount represented 20% of the troops sale. How many boxes did the troop sell?
the owner of a flower shop has 18 delivery vehicles. suppose that 4 of the 18 vehicles have air conditioning to
Are there points on the curve y = (x - 1)^2 where Gradient f is perpendicular to the curve? Find the absolute maximum and minimum of the function in the region 1 >= x >= 0 and y >= 0.
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