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Question: OIL SPILLS In calm waters, the oil spilling from the ruptured hull of a grounded tanker spreads in all directions. Assuming that the area polluted is a circle and that its radius is increasing at a rate of 2 ft/sec, determine how fast the area is increasing when the radius of the circle is 40 ft.
estimate the volume of metal in a closed cylindrical can that is 10 cm high and 4 cm in diameter if the metal in the
What should be incorporated into the following building blocks given the page limit and mark allocation. Theory, evaluation, and recommendations of the following based on a company's:
Identify the risk and return in each of the following activities.
Find the indefinite integral of f(x) and Find the compression x when the energy - Evaluate the integrals using integration by parts.
Determine the intervals on which the function is increasing and intervals on which the function is decreasing. Check your answers by graphing (grapher) the corresponding functions. Include copies of these graphs.
What corporate strategies should be considered to enhance the performance of Proctor and Gamble?
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For the function f(x,y)=3x^2+6y^2+8/(9x^2-36y^2) a) Enter the coordinates of a point in the domain of f(x,y)? b) Enter the coordinates of a point not in the domain of f(x,y),with positive x-value?
A farmer plans to use 21 m of fencing to enclose a rectangular pen having an area of 55 m². Only three sides of the pen need fencing because of an existing wall. Find the dimensions of the pen.
Is training the solution to this problem? How can you determine the need for training?
What rate is the distance between the two planes changing?
Assume that one is aware of the fact that Prob(A(x) = α) ≤ 1/4 for every wrong result α (i.e., that the probability of computing any specific wrong result is at most 1/4). Can this knowledge be used to design a useful randomized algorithm for F?
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