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Mathematics, 01.11.2019 07:31, joannachavez12345
In section 1.3 we saw that the autonomous differential equation m dv dt = mg β kv, where k is a positive constant and g is the acceleration due to gravity, is a model for the velocity v of a body of mass m that is falling under the influence of gravity. because the term βkv represents air resistance, the velocity of a body falling from a great height does not increase without bound as time t increases. use a phase portrait of the differential equation to find the limiting, or terminal, velocity of the body. lim v(t -> infinity)=
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Mathematics, 21.06.2019 17:30, cecelia090
Any is very appreciated! (picture is provided below)not sure how to do this at all won't lie
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In section 1.3 we saw that the autonomous differential equation m dv dt = mg β kv, where k is a posi...
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