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What is the effective resistance between P and Q in the circuit?

What is the effective resistance between P and Q in the circuit?

The effective resistance between point ‘P’ and ‘Q’ of the electrical circuit shown in the figure is. 2RrR+r.

What is effective resistance formula?

The total resistance that the circuit passes through the circuit by all the resistors is the effective resistance of the electric circuit. Formula for Effective Resistance in any series connection resistor will be. R= R1+R2+R3+…. +Rn.

What is the resistance between P and Q in the following network each element has resistance 3 Ohm?

The answer is 3 Ohms. Hence total resistance between PQ is 6/2=3 ohm.

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What is the effective resistance between A and C?

The effective resistance between points A and C is 2/3R. Explanation: Effective resistance of ADC is is 2R as they are in series.

What is the combined resistance between P and Q?

163Ω
Therefore, the resistance between P and Q is 163Ω.

What is the potential difference between P and Q in the circuit?

The potential difference between the points P and Q is equal to 3V.

What is effective resistance between A and B?

therefore the effective resistance between A and B is 10Ω

How do you find the effective resistance between two points?

The two resistances R1 and R2 of 4 ohms are in series therefore their equivalent resistance,

  1. R’ = 4 Ω + 4 Ω = 8 Ω
  2. Now the resistances R’, R3 and R4 are in parallel so the equivalent resistance of the circuit would be.
  3. Therefore the equivalent resistance between the two points A and B in the given circuit is 1.85 Ω.

What is the equivalent resistance between P and Q of the network shown in the figure?

The equivalent resistance between the points P and Q in the network shown in the figure is given by. (A)2.5 ohms.

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What is the effective resistance between A and B in the given network?

Hence, the value of the resistance in the circuit between A and B is 1 ohms.

What is the equivalent resistance between the points P and Q in the network shown in the figure?

The equivalent resistance of the network shown in the figure between points P and Q is. 2. /n. Ω .