a wire is stretched so that its length becomes 6/5 times its original length full stop if it original resistance is 25 ohm, find its new resistance and resistivity
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Answered by
3
R = rho×L/A
25= rho×L/A
R' = rho× 6/5L÷A
R'= 6/5 [rho × L/A]
R' = 6/5[R]
R'= 6/5 (25)
R'= 30
resistivity of a conductor does not change as it is a constant.
25= rho×L/A
R' = rho× 6/5L÷A
R'= 6/5 [rho × L/A]
R' = 6/5[R]
R'= 6/5 (25)
R'= 30
resistivity of a conductor does not change as it is a constant.
Answered by
0
R = p L/A
R = 25 ohm
Volume of material in the conductor = LA
Vol of the conductor remains the same
Vol = AL
= A'L'
A' = AL/L'
After streching the wire
L' = 6L/5
A' = 5AL/6L
= 5A/6
Resistance of streched wire = R'
= pL'/A'
= p(6L/5) × {6 / (5A) }
R' = 36pL / 25A
R' = 36R / 25
Now Resistance ,
= 36×25 / 25ohm
= 36 Ohm
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