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1. A 40 m chain weighing 3 kg/m hangs over the side of a bridge. How much work is done by a winch that winds the entire chain in?
2. A container in the shape of an inverted pyramid with a square base of 2 m by 2 m and height of 5 m is filled to a depth of 4 m with corn slurry. How much work is required to pump all the slurry over the top of the container?
How many dozen of each shirt can this company produce in one week assuming that the machines are used to maximum capacity?
a company uses the fifo inventory costing method and has a perpetual inventory system. all purchases and sales were
A line that is perpendicular to a segment at its midpoint is called the perpendicular bisector of the segment. Find the equation of the perpendicular bisector of, if the coordinates are: A(5, -12) and B(3, -6) Show all steps.
Explain how complex numbers combine under the following operations
Matrices have a number of interesting mathematical attributes, such as their dimensions, how they can be derived from linear systems, and the kinds of operations that can be performed on them.
A municipal bond pays 8.3% interest compounded semiannually on its face value of $2,000. The interest is paid at the end of every half-year period. Fifteen years from now the face value of $2,000 will be returned.
Suppose f and g are functions analytic in a domain D. If z_n is a bounded sequence of distinct points in D and if f(z_n) = g(z_n) for all n, show that f(z) = g(z) for all z in D.
Colombia has a population density of about 43 people/km2 and a population of about 48,929,706. What is the approximate area of Colombia? Round to the nearest whole number
Construct a less-than-cumulative frequency distribution of the data represented by the graph and with the aid of a decision tree prepare a quantitative report advising the company on the optimal course of action.
Run the AdaBoost algorithm four times and determine fboost after 4 iterations of the algorithm.
Problem: For income x (in dollars), a particular state's income tax T (in dollars) is given by:
In how many ways can all the trees be distributed and planted if the trees are distinct, any family can get any number, and a family must plant its trees in an evenly spaced row along the road?
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