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A particle moves along the ellipse r= 30/(4+cosΘ) in an inverse square gravity field centered at the origin, and it is known that dΘ/dt =1 when Θ=0. (a) compute the particle's fastest & slowest speeds in its orbit (b) what is the period of the line integral?
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@dan815 how about this one?
okay so
what is the function inverse square gravity
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