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During a hammer thrower's practice swings, the 7.1 kg head A of the hammer revolves at a constant speed v in the horizontal circle shown. The radius of curvature is .93 m and theta = 60 degrees a) Determine the tension in the wire BC. b) Determine the speed of the head. c) How Far from the thrower will the hammer land assuming that it slips out of his hand is 3 feet above ground and traveling horizontally? Assume no air friction.

During a hammer thrower's practice swings, the 7.1 kg head A of the hammer revolves at a constant speed v in the horizontal circle shown. The radius of curvature is .93 m and theta = 60 degrees a) Determine the tension in the wire BC. b) Determine the speed of the head. c) How Far from the thrower will the hammer land assuming that it slips out of his hand is 3 feet above ground and traveling horizontally? Assume no air friction.

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  1. During a hammer thrower's practice swings, the 7.1 k g head A of the hammer revolves at a constant speed v in the horizontal circle shown. The radius of curvature is .93 m and theta = 60 degrees a) Determine the tension in the wire B C . b) Determine the speed of the head. c) How Far from the thrower will the hammer land assuming that it slips out of his hand is 3 feet above ground and traveling horizontally? Assume no air friction.

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During a hammer thrower's practice swings, the 7.1−kg head A of the hammer revolves at a constant speed v in a horizontal circle as shown. If ρ = 0.93 m and θ = 60∘, determine (a) the tension in wire BC, (b) the speed of the hammer's head. TBC = 80.4 N and vA = 2.3 m/s TBC = 40.2 N and vA = 1.15 m/s TBC = 20.4 N and vA = 3.3 m/s TBC = 50.6 N and vA = 4.3 m/s
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