The carousel is a homogeneous massive disk of mass M0, rotating without friction around a vertical axis. At time t = 0, when the angular velocity of the carousel reaches the value w0, the motor rotating the carousel is turned off. From this moment, the carousel begins to be evenly covered with snow falling in a vertical direction. Determine the speed of rotation of the carousel w at an arbitrary moment of time t, if the every second increment in the mass of snow on the carousel is equal to m. How will the result change if
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