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Find the volume of the solid generated by the region in the second quadrant bounded above by the curve y=-x^3, below the by the x-axis, and on the left by the line x=-1 about the line x=-2
You purchase an investment that promises to quadruple your money in 24 months. Interest will be compounded quarterly. If you purchase this investment, what rate per quarter would you earn?
f(x)= the square root of x^2+1 and [0,4] . Use the midpoint rule with 4 rectangles to approximate the area bounded by f(x) and the x axis.
the intensity of reaction to a certain drug t hours after administration is given by R(t)=te^-.01t. find the average intensity of reaction to the drug during the first three hours after it is administered.
Describe the process of multiplying binomials using the FOIL method in your own words. You can either write a paragraph describing the process, or you can list a set of steps to follow. Include an example problem in your answer.
An office supply company sells x mechanical pencils per year at $p per pencil. The demand equation for these pencils is p=10-0.001x. The total annual cost of manufacturing x mechanical pencils is C(x)=5000+2x.
A jewelry floor safe with a square base is to be made so as to have a total volume of 648 cubic inches. The side material for the safe costs $1 per square inch.
Find the probability on poisson distribution.
A nontrivial graph G is called prime if G = G_1 x G_2 implies that G_1 or G_2 is trivial. Show that if a connected graph G has a vertex which is not in a cycle of length four, then G is prime.
Bob deposits quarters and dollar bills into a vending machine to buy snacks. Find a recurrence relation for the number of ways he can deposit 25*n cents into the machine if the order matters.
This is the question in my assignment. Give an example of a number you could place in for the variable x, and describe the shift from the original graph. Remember to note what your value you are calculating for the variable x.
a closed box whose length is twice its width is to have a surface of 192 square inches. find the dimensions of a box when the volume is maximum.
Find the diameter of the largest circular pond that could fit in a triangular garden with vertices at (18,54), (-27,36), and (27,-18), where a unit reprsents 1m.
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