In the network resistors each of value R shown in
the fig., calculate the equivalent resistance between
the junctions A and E:-
(1) 12 R
(2) 7R/12
(3) 12R/7
(4) R/12
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If we connect a battery across A and B, then E and D will be at the same potential and F and C will be at the same potential. Then the equivalent is as shown in figure.
here, R
eq1
=R∣∣2R∣∣R=(1/R+1/2R+1/R) ^-1
=(2R/5)
Thus, equivalent resistance A and B is RAB
=R∣∣(R/2+2R/5+R/2)=R∣∣(7R/5)=
R+7R/5 /R(7R/5)
=
7R/12
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