A cyclist teans inwards in a circular turn.why.?explain mathematically
Answers
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For a body to move in a circular path, there has to be a centripetal force which is equal to the (velocity)^2/radius of circle, which keeps it in the circular path. ... when you bend, the direction of the normal force tilts, which results in a vertical as well as horizontal component of the force.
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Answer:
In order to take a safe turn on a circular turning, a cyclist has to bend onwards.
Explanation:
The horizontal component of the reaction of the road i.e, frictional force, provides the required centripetal force and the vertical component i.e, the normal reaction, balances the weight of the cycle and the cyclist. Hence, there are less chances of slipping and safe turn takes place.