Asked by janvi
The resistance of 10m long wire is 10 . Its length is increased uniformly by 25% by stretching the wire
uniformly. The resistance of wire will change to (approximately)
(A) 12.5 (B) 14.5 (C) 15.6 (D) 16.6
uniformly. The resistance of wire will change to (approximately)
(A) 12.5 (B) 14.5 (C) 15.6 (D) 16.6
Answers
Answered by
Damon
the mass, density and volume are assumed not to change
R is old radius
Rn is new radius
V = pi R^2 L
Vn = pi Rn^2 (1.25) L
so
1.25 Rn^2 = R^2
resistance = k *Length/area
new area = old are /1.25
new length = old length*1.25
so
new redistance = old resistance *1.25/(1/1.25)
or
1.5625 * old
so C
R is old radius
Rn is new radius
V = pi R^2 L
Vn = pi Rn^2 (1.25) L
so
1.25 Rn^2 = R^2
resistance = k *Length/area
new area = old are /1.25
new length = old length*1.25
so
new redistance = old resistance *1.25/(1/1.25)
or
1.5625 * old
so C
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