The resistance of a 1m long nichrome wire is 6 W. If we reduce the length of the wire to 70 cm. what will its resistance be?(Answer : 4.2 Ω). Solve the problem
Answers
Answered by
136
In first case :-
Length = 1 m.
Resistance = 6 Ω.
Area if cross section = a
Now, Resistivity =

----→ (I)
In second case :-
Length = 70 cm = 0.7 m
Resistance = R
Area of cross section = a
Now, Resistivity =
-----(ii)
Since for the same material the resitivity will be same whether the area or the length either decrease or increase, therefore . from eq I and ii

R = 6 × 0.7
R = 4.2 Ω.
Hence the resistance is 4.2 ohm.
Hope it Helps .
Length = 1 m.
Resistance = 6 Ω.
Area if cross section = a
Now, Resistivity =
In second case :-
Length = 70 cm = 0.7 m
Resistance = R
Area of cross section = a
Now, Resistivity =
Since for the same material the resitivity will be same whether the area or the length either decrease or increase, therefore . from eq I and ii
R = 6 × 0.7
R = 4.2 Ω.
Hence the resistance is 4.2 ohm.
Hope it Helps .
Answered by
21
Answer:
so according to the first law of resistance
R1/R2=L1/L2 here R1 is resistance of first wire,R2 is resistance of new wire and L1 is length of first wire,L2 is length of second wire
so 6Ω/R2=100/70
which implies R2=4.2Ω
hope it helps you Have a great day!!!!!!!iiiiiiii
Explanation:
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