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Given,
Mass of the stone (m)=0.2kg
Radius of the circle (r)=1m
Minimum Tension in String (Tmin)=3N
Magnitude of the speed (v)=?
Maximum tension in the string (Tmax)=?
We have,
Tmax=mv2r+mg
Tmin=mv2r−mg
From equation (ii); we get,
v2=Tmin∗rm+mg=3∗10.2+0.2∗10=25
⇒ v=5m/s
∴ Magnitude of the speed (v)=5m/s
From equation (i), we get,
Tmax=0.2∗521+0.2∗10=7N
∴ Maximum tension in the string (Tmax)=7N
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