A wire of resistance 9 Ohm is bent in the form of an equilateral triangle what is equivalent resistance across any two of its vertices?
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Hey Saket Bhai !!
here is your answer !!!
look this attachment ;-
hope it helps you !!
hence the equivalent resistance between two across ends of conductor is 2 ohm
thanks
here is your answer !!!
look this attachment ;-
hope it helps you !!
hence the equivalent resistance between two across ends of conductor is 2 ohm
thanks
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shahbaz22:
wlcm dear
Answered by
27
Let ABC be he equilateral triangle such hat each side measures l.
Initial resistance of wire of length 3l was 9 ohm.
Hence, each side of triangle has a resistance of 3 ohm as resistance is directly proportional to length of the wire.
To find resistance across AB assume a battery to be connected across AB. Now, based on the way current flows, AC and BC are in series and both are connected in parallel to AB.
Equivalent resistance across AB= (6×3)/(6+3)= 2 ohm
Here, 6 ohm is the combined resistance of AC and BC that is connected in parallel to AB that has a resistance of 3 ohm.
ANSWER: 2 ohm
Initial resistance of wire of length 3l was 9 ohm.
Hence, each side of triangle has a resistance of 3 ohm as resistance is directly proportional to length of the wire.
To find resistance across AB assume a battery to be connected across AB. Now, based on the way current flows, AC and BC are in series and both are connected in parallel to AB.
Equivalent resistance across AB= (6×3)/(6+3)= 2 ohm
Here, 6 ohm is the combined resistance of AC and BC that is connected in parallel to AB that has a resistance of 3 ohm.
ANSWER: 2 ohm
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