A wire of resistance 2 ohm is stretched to double it's length such that its volume remains constant. What is the resistance of the stretched ? What will be the change in its resistivity? Explain the answer this is for 3 marks
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17
The resistance of a uniform wire is directly proportional to its length and inversely proportional to its cross-sectional area. Here, R is theresistance of the wire in ohms, l is thelength of the wire in meters, and A is the cross-sectional area of the wire in .
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niya1694:
Thankyou..but these 2 adm
Answered by
53
we know
R=p. l/A........(1)
the volume of the conductor is (v)= A/2 into 2L(as volume is constant)
R'=p. 2L/A/2
=p. 4L/A
=4 L/A
=4R
if the resistance is two ohm then the value of R is 2
R'=4R
#R'=4 into 2
#R'=8
°•°R'=8 ohm
R=p. l/A........(1)
the volume of the conductor is (v)= A/2 into 2L(as volume is constant)
R'=p. 2L/A/2
=p. 4L/A
=4 L/A
=4R
if the resistance is two ohm then the value of R is 2
R'=4R
#R'=4 into 2
#R'=8
°•°R'=8 ohm
Then show that x+y+z/a+b+c
= ax+by+cz/a^2+b^2+c^2
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