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A piece of wire of resistance R is cut into five equal parts. These parts are then connected in parallel. If the equivalent resistance of this combination is R, then the ratio RR is:


Options:
A .   125
B .   15
C .   5
D .   25
Answer: Option D
:
D

Given the wire is cut into 5 equal parts.
Let the initial resistance of the wire be R
where R=ρlARl (length of the wire)
then, resistance of each one of the five parts =(R5)
Equivalent resistance (R') of resistors connected in parallel is given by 1R=1R1+1R2..1Rn
Equivalent resistance (R') of five parts connected in parallel is given by:
1R=1(R5)+1(R5)+1(R5)+1(R5)+1(R5)R=R25
Therefore, RR=25



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