When a pendulum is displaced through 90°, the length l and mass m of the pendulum, the strength of the string that can withstand minimum tension is: ?
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Answer;
There is centrifugal force acting over it so, mv^2 / r.
When the pendulumn was released its potential energy became kinetic energy. Hence, we can say that,
mgl = 1/2mv^2
gl = 1/2 v ^ 2
v = √2gl
Let tension be x.
x ≥ mg + mv^2 / r
x ≥ mg + m * 2gl / l ( r = l )
x ≥ mg + 2mg
x ≥ 3mg
Hence, minimum tension is 3mg
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