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A partical moves around a closed path of radius 3R/2the distance covered by the particle 2and a 1/2 revolution?
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A partical moves around a closed path of radius 3R/2the distance cover...
Distance covered by a particle in 2 and a 1/2 revolution
The distance covered by a particle moving around a closed path of radius 3R/2 for 2 and a 1/2 revolution can be calculated using the formula for the circumference of a circle, which is 2πr.

Calculating the circumference of the closed path
- Given that the radius of the closed path is 3R/2, we can substitute this value into the formula: circumference = 2π(3R/2) = 3πR.
- Therefore, the circumference of the closed path is 3πR.

Calculating the distance covered by the particle in 2 and a 1/2 revolution
- To calculate the distance covered by the particle in 2 and a 1/2 revolution, we need to determine how many times the particle goes around the closed path in 2 and a 1/2 revolution.
- Since one revolution covers the circumference of the closed path, 2 and a 1/2 revolution covers 2.5 x 3πR = 7.5πR.

Conclusion
- Therefore, in 2 and a 1/2 revolution, the particle covers a distance of 7.5πR around the closed path of radius 3R/2.
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A partical moves around a closed path of radius 3R/2the distance covered by the particle 2and a 1/2 revolution?
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