How do the length and cross section area of a conductor affect its resistance of a conductor changes when: i. Length is get half; ii. Radius of wire is doubled?
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1.when length is getting half the resistance of conductor becomes 1/4
2.when radius of wire is doubled it becomes 1/16times
3.since formula for resistance is Rα l/a
RαL/πr²
THEREFORE
R1/R2=l1/r1²×l2/r2²
l1/l2=r2/r1
4.since volume of wire before stretching and after stretching are equal
5.therefore when radius is getting doubled since it is inversely proportional to fourth power of radius it becomes 1/16 times of the original resistance
and
6.when length is half resistance will become 1/4
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Answer:
both cases resistivity decreases
Explanation:
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