There is no direct relation of electric current and power. In order to know
how much power (or energy) the current gives up, you must know what the
current is flowing through.
The easiest way to describe anything through which the current is flowing is
to measure and state its electrical resistance.
Once you know the resistance through which the current is flowing . . .
Power delivered by the current = (magnitude of the current, amperes)2 x (resistance of the path, ohms)
The power is delivered continuously. Its unit is watts.
Each watt of power means 1 joule of energy every second.
The power vs current graph shows that power consumption increases as current flow increases in an electrical system. This indicates a direct relationship between power consumption and current flow, where higher current flow results in higher power consumption.
The relationship between power, voltage, and current can be expressed mathematically using the formula: Power Voltage x Current. This formula shows that power is directly proportional to both voltage and current. In other words, an increase in either voltage or current will result in an increase in power.
P = I2R (power = current squared times resistance). Therefore, if the current doubles, the amount of dissipated electrical energy will increase by a factor of 4.P = I2R (power = current squared times resistance). Therefore, if the current doubles, the amount of dissipated electrical energy will increase by a factor of 4.P = I2R (power = current squared times resistance). Therefore, if the current doubles, the amount of dissipated electrical energy will increase by a factor of 4.P = I2R (power = current squared times resistance). Therefore, if the current doubles, the amount of dissipated electrical energy will increase by a factor of 4.
In an electrical circuit, power is the product of current (the flow of electric charge) and voltage (the force that drives the current). The relationship between power, current, and voltage is described by the equation P I x V, where P is power, I is current, and V is voltage. This equation shows that power increases when either current or voltage increases in a circuit.
You would get the power in the circuit, which is measured in watts (W). The formula for power is P = V x I, where P is power, V is voltage, and I is current.
its a hgda
Power = Current * Voltage Power = Change in work/change in time
its a hgda
Not enough information. Power = current x voltage. Since voltage can be anything, there is no way to calculate power. Time is irrelevant; though once you have the power, it can help you calculate energy (energy = power x time).
Love
lunch or owners
a part consideredin realation to the whole
No Relation
There are several equations that involve power. The basic definition of power is energy divide by time, so that is one equation. In electricity, if you have a DC current, power = current x voltage. In the case of AC, power = current x voltage x power factor (in many cases, the power factor is close to 1).
Power = (current) times (voltage)Current = (Power) divided by (voltage)Voltage = (Power) divided by (current)
No, they have no realation at all.
they have realation ship