Voltage Of Resistors In Series. This logic is valid in general for any number of resistors in series. Resistors in series carry the same current but the voltage drop across them is not the same.
This implies that the total or equivalent series resistance rs of three resistors is rs r1 r2 r3. Resistors in series carry the same current but the voltage drop across them is not the same. Rs r1 r2 r3 as proposed.
This logic is valid in general for any number of resistors in series.
Using ohm s law to calculate voltage changes in resistors in series according to ohm s law the voltage drop v across a resistor when a current flows through it is calculated by using the equation v ir where i is current in amps a and r is the resistance in ohms ω. In case of resistors in series the total voltage across the resistors is equal to sum of individual potential differences across each resistor. Resistors in series carry the same current but the voltage drop across them is not the same. Rs r1 r2 r3 as proposed.
