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1 Sketch the graph of f (x) = 2x/[x 2 + 1], indicating all local maxima and minima together with concavity properties 2 What is the right circular cylinder of greatest volume that can be inscribed upright in a sphere of radius 5 3 An air mattress (in the shape of a rectangular parallelepiped) is being inflated in such a way that, at a given moment, its length is increasing by 2 inches per minute, its width is decreasing by 1 inch per minute, and its height is increasing by 05 inch per minute At the moment its dimensions are = 90 , w = 50 , and h = 10 How is its volume changing at that time 4 A certain body is thrown straight down at an initial velocity of 10 ft/sec It strikes the ground in 3 seconds What is its initial height 5 Because of viral infection, the shape of a certain cone-shaped cell is changing The height is increasing at the rate of 2 microns per minute For metabolic reasons, the volume remains constantly equal to 10 cubic microns At the moment that the radius is 3 microns, what is the rate of change of the radius of the cell 6 A silo is to hold 5,000 cubic feet of grain The silo will be cylindrical in shape and have a flat top The floor of the silo will be the earth What dimensions of the silo will use the least material for construction 7 Sketch the graph of the function g (x) = x cos x Show maxim and minima 8 A body is launched straight down at a velocity of 10 ft/sec from height 500 feet How long will it take this body to reach the ground x Exhibit maxima, minima, 9 Sketch the graph of the function h(x) = 2 x 4 and concavity 10 A punctured balloon, in the shape of a sphere, is losing air at the rate of 3 cu in/sec At the moment that the balloon has volume 25 cubic inches, how is the radius changing 11 A twenty-pound stone and a thirty-pound stone are each dropped from height 100 feet at the same moment Which will strike the ground first. birt code 128 Barcode using font CODE 128 — OpenText - Forums
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