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(Solved): pls helppp A brick of mass m, tied to a rope, is being whirled in a vertical circle following a unif ...



pls helppp
A brick of mass m, tied to a rope, is being whirled in a vertical
circle following a uniform circular motion. Will the tensio
Planet
Sun
Orbital Path
Based on Keplers 2nd law, linear speed of a planet is highest at
somewhere between perihelion and ap
A brick of mass m, tied to a rope, is being whirled in a vertical circle following a uniform circular motion. Will the tension on the rope be of same magnitude throughout the entire path? [Hint: Apply the logic you used in your write-up #1] Tension os largest as the rope is horizontal Yes, tension will remain the same as the rope length is fixed. Tension is largest at the highest point of the brick, smallest while the brick is at the lowest point. Tension is largest as the brick passes through the lowest point, smallest while the brick is at its highest point. Planet Sun Orbital Path Based on Kepler's 2nd law, linear speed of a planet is highest at somewhere between perihelion and aphelion the nearest point from the Sun the two end points of the minor axes of its elliptical path. the farthest point from the Sun


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