A wire of resistivity 'r' is stretched to double its length. How does it affect the (a) resistance (b) resistivity?
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Answer:
resisitivity doesn't change
resistance becomes 4 times
Explanation:
volume=length×area
since no material is added or reduced therefore volume remains same
v=l×a
let new area be a'
v=2l×a'
l×a=2l×a'
a'=a/2
since the material used is same resistivity doesn't change
initial resistance(r)=resistivity(R)×l÷a (resistance =(resistivity×length)÷area)
new resistance(r')=R×2l÷a/2
r'/r=(4×R×l÷a)/R×l÷a
r'/r=4
r'=4r
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