SOLVED:Consider a conical pendulum with a mass m, attached to a string of length L. The mass executes uniform circular motion in the horizontal plane, about a circle of radius R, as shown in Figure 6.7 .1. One can think of the horizontal circle and the point where the string is attached to as forming a cone. The circular motion is such that the (constant) angle between the string and the vertical is θ. A. Derive an expression for the tension in the string. B. Derive an expression for the speed o
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