Power = (current) times (voltage)
Current = (Power) divided by (voltage)
Voltage = (Power) divided by (current)
Manipulate the following equation, to make I the subject: P = I2R, where P = power, I =current, and R = resistance.
Power=current squared times resistance
The fundamental equation for the power of any load is the product of the voltage across the load and the current through it: P = U I.Since voltage is the product of current and resistance (U = I R), we can substitute for voltage in the original equation:P = U I = (IR) I = I2R
Ohms Law is used for the measurement of resistance. You can find the resistance in a series circuit using this equation; amps=volts/resistance or volts=amps x resistance.The Power Law is used to find the wattage in the circuit. You can find the amount of watts using this equation: watts=volts x amps.CommentOhm's Law has nothing whatsoever to do with either resistance or power.The equation, R = E/I, is derived from the definition of the ohm, and not from Ohm's Law.Ohm's Law simply describes a linear relationship between the potential difference across a conductor and the current through it. It does NOT describe the relationship between potential difference, current, and resistance.
Power dissipated = I2R 0.022 x 1000 = 0.4 watts
Manipulate the following equation, to make I the subject: P = I2R, where P = power, I =current, and R = resistance.
Power = (energy used)/(time to use it)Power dissipated by an electrical circuit =(voltage across the circuit) x (current through the circuit)or(resistance of the circuit) x (square of the current through the circuit)or(square of the voltage across the circuit)/(resistance of the circuit)
Power is inversely proportional to resistance. Ohm's law: Current is voltage divided by resistance Power law: Power is voltage times current, therefore power is voltage squared divided by resistance.
Electric power is not defined as current divided by voltage. Electric power (Watts) is equal to amps times voltage
Take your pick:P = V x I (Power = Voltage x Current)or:P = V2 / R (Power = Voltage2 / Resistance)or:P = I2 *R (Power = Current2 x Resistance)(the last two equations come from combining the ohms law equation R=V/I with the power equation P=VxI)In the question above you have resistance and current therefore:P = I2 *R = 0.0052 x 8.2k = 0.0052 x 8200 = 0.205W = 205mW
The cooker uses electrical power to generate heat. It takes a large amount of electrical power to generate a large amount of heat. Since power is current draw times operating voltage, you need a low resistance to draw a large current since you can't increase the operating voltage. Mathematically speaking, Ohm's Law (E=IR) gives the relationship between voltage (E), current (I) and resistance (R). Since power (P=EI) is what is produced and is related to the heat produced, rearranging the elements gives a second equation that relates power to voltage and resistance (P=E2/R). So you can see that for a constant voltage (E), a low R value gives a high power (P) value.
All resistances will emit heat energy when a current flows. The heat production rate (or power) can be found by any of these formulas: Power = Current * Voltage Power = Current2 * Resistance Power = Voltage2 / Resistance. Power is given in Watts when Current is in Amps, Voltage in Volts, and Resistance in Ohms.
If the resistance is 1.2k and the current is 0.024 ma, then the voltage is 0.0288 volts. (Voltage = resistance times current) If the voltage is 0.0288V and the current is 0.024 ma, then the power is 0.6912 microwatts. (Power = voltage times current)
Power=current squared times resistance
Using Ohm's law, you can find voltage if power is given. The equation needed to solve for power is P(Power)= Voltage(E) x Current(I). Ohm's Law describes the relationship between resistance, current, power, and voltage.
The fundamental equation for the power of any load is the product of the voltage across the load and the current through it: P = U I.Since voltage is the product of current and resistance (U = I R), we can substitute for voltage in the original equation:P = U I = (IR) I = I2R
Use the formula: P=IR (power = current x resistance).