Question

Three resistors each of 5 Ω are connected in the form of a triangle. What is the resistance between the vertices?

- 3/10 Ω
- 10/3 Ω
- 15/50 Ω
- 2/5 Ω

Hint:

**The resistors connected in a triangular manner,** the **resistances** of the vertices in a circuit can be said as resistors in parallel. Thus,

## The correct answer is: 10/3 Ω

### If three resistors each of 5 Ω are connected in the form of a triangle, the resistance between the vertices is 10/3Ω.

- The resistances of the vertices in a circuit with the resistors connected in a triangular manner can be calculated as the parallel resistors considering any two corners.
- If the R
_{1 }and R_{2 }are 5 Ω each, the total resistance is 1/5+ 1/10
- R= 1/5+1/10= 10/3 Ω

_{1 }and R_{2 }are 5 Ω each, the total resistance is 1/5+ 1/10### Related Questions to study

Calculate the equivalent resistance of the circuit given below.

Calculate the equivalent resistance of the circuit given below.

Calculate the equivalent resistance of the circuit given below.

Calculate the equivalent resistance of the circuit given below.

### A 47 Ω resistor, a 22 Ω resistor, and a 10 Ω resistor are connected in parallel. The total resistance is approximately

### A 47 Ω resistor, a 22 Ω resistor, and a 10 Ω resistor are connected in parallel. The total resistance is approximately

### "N” number of resistors of resistance R are connected in parallel across the voltage “V”, then which of the following statements is correct?

### "N” number of resistors of resistance R are connected in parallel across the voltage “V”, then which of the following statements is correct?

### “N” number of resistors, each of resistance R, are connected in series across the voltage “V”, then which of the following statements is correct?

### “N” number of resistors, each of resistance R, are connected in series across the voltage “V”, then which of the following statements is correct?

### Resistors, each of 50 Ω, are connected in a circuit in series. It gives a current of 1.5 A when connected across a 300 V supply. How many resistors are connected in series?

### Resistors, each of 50 Ω, are connected in a circuit in series. It gives a current of 1.5 A when connected across a 300 V supply. How many resistors are connected in series?

### Combined resistance of 2 coils connected in series has potential drop across the ends of the coils as 5V and 10 V, respectively. If the current flowing through each resistor is 0.02 A, the individual and equivalent resistance of the coil, respectively, are

### Combined resistance of 2 coils connected in series has potential drop across the ends of the coils as 5V and 10 V, respectively. If the current flowing through each resistor is 0.02 A, the individual and equivalent resistance of the coil, respectively, are

### As more resistors are added in series to a constant voltage source, the power supplied by the source

### As more resistors are added in series to a constant voltage source, the power supplied by the source

### Two wires of the same material have the same length, but their radii are in the ratio of 5:3. They are combined in series, where the resistance of the thicker wire is 12 ohms. Calculate the total resistance of the combination

### Two wires of the same material have the same length, but their radii are in the ratio of 5:3. They are combined in series, where the resistance of the thicker wire is 12 ohms. Calculate the total resistance of the combination

### Resistors of resistances 10 Ω, 20 Ω, 30 Ω are connected in parallel so that the combination carries a current of 11 A. Potential difference across the combination is

### Resistors of resistances 10 Ω, 20 Ω, 30 Ω are connected in parallel so that the combination carries a current of 11 A. Potential difference across the combination is

### Four resistors of 100 Ω each are connected in series across a battery of 500 V. What is the amount of current in the circuit?

### Four resistors of 100 Ω each are connected in series across a battery of 500 V. What is the amount of current in the circuit?

Four unequal resistors are connected in parallel with each other. Which one of the following statements is correct about this combination?

Four unequal resistors are connected in parallel with each other. Which one of the following statements is correct about this combination?