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5 Questions around this concept.
A wire of resistance 4 is stretched to twice its original length. The resistance of a stretched wire would be:
Stretching of wire
If a conducting wire stretches its length increases area of cross-section decreases but volume remains constant
Suppose for a conducting wire before stretching
it’s length = , area of cross-section =, radius =, diameter = ,
and resistance
After stretching length =, area of cross-section =, radius = , diameter =
and resistance
So
But Volume is constant So
Now
If a wire of resistance R and length l is stretched to length nl, then new resistance of wire is
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