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{"ops":[{"insert":"A rain drop of mass 3gm starts to fall from rest under the effect of gravity from a height of\n100m. There is an air drag acting on the rain drop, the drag force is given by the equation,\nFd = bv.\nHere, b = a \u00d7 10"},{"attributes":{"script":"super"},"insert":"-3"},{"insert":"kgs"},{"attributes":{"script":"super"},"insert":"-1"},{"insert":"s\na = 2\n(a) Determine the governing differential of the system.\n(b) Build a SIMULINK model of the system using transfer functions.\n(c) Show velocity vs time graph with and without the effect of air drag on the same\nplot.\n(d) Show height vs time graph with and without the effect of air drag on the same\nplot.\n(e) From your graphs, determine the approximate time required for the rain drop to\nreach the ground.\n"}]}
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