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A particle slides back and forth on a frictionless track whose height as a function of...

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Physics

A particle slides back and forth on a frictionless track whoseheight as a function of horizontal position x is given by y=ax2,where a = 0.81 m−1 .If the particle's maximum speed is 8.4 m/s ,find the turning points of its motion. (x1,x2) in m

Determine the escape speed from (a) Jupiter's moon Callisto,with mass 1.07×1023kg and radius 2.40 Mm, and (b) a neutron star,with the Sun's mass crammed into a sphere of radius 5.60 km .

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4.3 Ratings (732 Votes)
1 A particle slides back and forth on a frictionless track whose height as a function of horizontal position x is given by y ax2 where a 081 m1 If the particles maximum speed is 84ms find the turning points of its motion This is like a carnival ride The shape of    See Answer
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