A particle moves in a circle of radius R. The distance covered by the particle in 5 revolutions&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; is

What is the maximum resistance which can be made using three resistors each of resistance 1/3&nbsp;Ω?

In the figure a carbon resistor has band of different colors on its body. The resistance of the following body is:<img class="image_resized" style="width:33.89%;" src="data:image/gif;base64,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">

What is the lowest equivalent resistance that can be obtained with six 0.1 Ω resistors each?

A particle moves in a circle of radius R. The distance covered by the particle in 5 revolutions
is

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A particle moves in a circle of radius R. The distance covered by the particle in 5 revolutions is

Remember concepts with our Masterclasses.

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A particle moves in a circle of radius R. The distance covered by the particle in 5 revolutions
is