A particle covers half of a circle of radius R then in the distance and displacement of the particle are
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The Distance Covered By The Particle Will Be Half The Circumference Of The Circle
=> Distance = 1/2 x 2πR = πR
However, Distance Is Always Taken In A Straight Line.....So,
Displacement = 2R (Since The Point Is Exactly Diametrically Opposite)
Therefore, Difference Between Distance And Displacement Covered By The Particle Will Be
πR - 2R = (π-2)R ≈ 0.14R
=> Distance = 1/2 x 2πR = πR
However, Distance Is Always Taken In A Straight Line.....So,
Displacement = 2R (Since The Point Is Exactly Diametrically Opposite)
Therefore, Difference Between Distance And Displacement Covered By The Particle Will Be
πR - 2R = (π-2)R ≈ 0.14R
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