If the three light bulbs are in parallel across the battery, then the full 9 volts appears
across each light bulb.
If the three light bulbs are in series across the battery, then the voltage divides among
them as follows:
Across the 10-ohm: 9 x (10/60) = 1.5 volts
Across the 20-ohm: 9 x (20/60) = 3 volts
Across the 30-ohm: 9 x (30/60) = 4.5 volts
Sum of the voltages across the 3 individual light bulbs = 1.5 + 3 + 4.5 = 9 volts.
The voltage drop across each resistance will go up, and the current through the circuit will go down.
The energy delivered by a battery would depend on-- the battery's voltage-- the resistance of the load connected across its output terminals-- the length of the time the load is connectedThe power delivered by the battery is [ (voltage)2 divided by (load resistance) ].The total energy delivered by the battery is [ (power) multiplied by (time the load is connected) ].
Simply add all of the component's resistances together and that will give you circuits total resistance. If you're dealing with a 'series-parallel', or 'parallel' circuit, the equations will change, but in a simple series circuit, the total resistance is just the total of all the component's resistance.
The idea is to use Ohm's Law (V=IR). In this case, the relevant voltage is the 10.2 V across the lamp.
Restriking voltage is transient voltage. During the arcing time, at current zero, the voltage that shows up across the contacts is the restriking voltage.
The voltage across the resistors will remain constant.
forcing a constant current and measuring the voltage across the unknown resistor.
The component with the highest resistance in a series circuit will have, or "drop" the most voltage across it. All of the components in a series circuit will have the same amount of current flowing through them but not the same voltage drops if the resistances are different. More resistance more voltage across it, less resistance, less voltage across it.
The voltage across a battery in a parallel circuit is equal to the voltage across each bulb because Kirchoff's Voltage Law (KVL) states that the signed sum of the voltages going around a series circuit adds up to zero. Each section of the parallel circuit, i.e. the battery and one bulb, constitutes a series circuit. By KVL, the voltage across the battery must be equal and opposite to the voltage across the bulb. Another way of thinking about this is to consider that the conductors joining the battery and bulbs effectively have zero ohms resistance. By Ohm's law, this means the voltage across the conductor is zero, which means the voltage across the bulb must be equal to the voltage across the battery and, of course, the same applies for all of the bulbs.
There is only one possible answer.Voltage = current * resistancealso, Power = Voltage * Voltage / resistanceIf you follow the algebra, you should get a resulting resistance of the lightbulb to be 548.6 ohms.
In a parallel circuit, Voltage is constant through out the circuit. Thus, the voltage across each lamp is 6-volts.
The voltage drop across each resistor is determined by the amounts of resistance in the 3 resistors and all the rest of the resistances in the electrical circuit.
The voltage drop across each resistance will go up, and the current through the circuit will go down.
Voltage is energy per charge, in joules per coulomb, commonly known as the volt. It is produced by batteries, generators, current sources across resistances, voltage sources, thermocouples, solar cells, etc.
All the volt drops across each component in the series circuit will add up to the emf of the battery or power supply. Note the voltage supplying the circuit and divide it by the sum of all the resistances in the circuit. This gives you the current which is the same through all components. Take a component's resistance and multiply by the current and you have the voltage drop across it.
As the source impedance is equal to load impedance, it is assumed that both the resistances are in series. This distributes the whole voltage equally between both the impedance. Hence the PD across external resistance will be 1V.
(A) The bias battery voltage (B) 0V (C) the diode barrier potentiaol (D) The total circuit voltage