the equivalent resistance between A and B in the situation shown is
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R=R+R=2R
AND OTHER
R=R+R=2R
equivalent resistance=1/2R+1/2R=1/R ANSWER
HERE IS bridge CASE THAT NO CURRENT WILL FLLOW IN MIDDLE resistance.
AND OTHER
R=R+R=2R
equivalent resistance=1/2R+1/2R=1/R ANSWER
HERE IS bridge CASE THAT NO CURRENT WILL FLLOW IN MIDDLE resistance.
Answered by
11
To find the equivalent resistance between A and B in the situation shown :
- The given circuit can be drawn as a Bridge with a resistance R in the middle.
- Now we see that since the product of the diagonal resistances are equal so no current will go through the middle portion and so we can omit that resistance R in the middle.
- So, the left out resistances are in series parallel combination.
- Equivalent resistance in the above portion = R + R = 2R (series combination)
- Equivalent resistance in the below portion = R + R = 2R (series combination)
- Total Equivalent resistance = R (parallel of 2R and 2R).
Hence the total equivalent resistance will be R.
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