Applying the limit test
Show, by applying the limit test, that each of the following is true.
a) The functions f(n)= n(n-1)/2 and g(n)= n^2 grow asymptotically at equal rate.
b) The functions f(n)=log n grow asymptotically at slower rate than g(n)=n.
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There are three masses m1 = 2.0 kg, m2 = 5.0 kg and m3 = 7.0 kg. The mass are all affixed to a massless rod of length 15cm. m1 and m3 are at the ends and m2 is 10 cm from left where m1 is. Compute the center of mass of system.
A pair of hedge trimmers are 45 cm long from the pivot to the end of the handles. If the person applies of a force of 15 N on each handle and the blades are 3.5 cm long, how much force is applied to the branch?
A 245 kg person lays on board that is supported only on the ends and that has a mass of 12.0 kg.
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Show, by applying the limit test, that each of the given is true.
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Recommend a network to accommodate the office locations above. You must specify the kinds of links which can be used to inter-connect the sites.
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