A 0.070 kg ball attached to a 0.18 m rod of very small inertia moves in a vertical circle in such a way that it's speed remains constant. Let T1,T2,T3 and T4 be the tensions in the rod at positions1,2,3, and 4 . What rotationalspeed is required at position 3 to keep T3 barely greater than zero?
Liner speed:
"v = \\sqrt{Rg}= \\sqrt{0.18 \\times 9.81}=1.328 \\;m\/s"
Rotational speed:
"w = \\frac{v}{R}= \\frac{1.328}{0.18}=7.382 \\;rad\/s"
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