Watt’s law defines the relationship between power, voltage and current and states that the power in a circuit is a product of the voltage and the current. You have selected bulbs that are rated 65 watts. (Figure 8 is an example of a combined equation.) In Figure 9, a combined Ohm’s Law and Watt’s Law chart is shown. You can use Watt’s law to find or calculate the voltage, power, ampere, and resistance. The watts equation for an electrical circuit takes into account the voltage across the circuit V, measured in volts, and the current I, measured in amps, passing through it.In mechanics, the definition of power is the rate of doing work W.It's defined as W/t, where t is the time it takes for the work to be completed. Ohm’s Law and Watt’s Law combined Because Ohm’s Law and Watt’s Law use the same electrical variables they can be combined to come up with some useful equations. Two things you need to determine: What amperage capacity relay to use.

There are many practical applications of Watt's law, and the formula to calculate Watt’s Law is P=IV. Watt's Law Example: Calculate Amps from Watts and Voltage - Adding an Accessory You are setting up a truck with a snow plow and want to add plowing lights.

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