Free shipping on all US orders above \$100*  Cart is empty
##### Cart totals
Subtotal:
\$0.00
Tax (estimated for the United States (US))
\$0.00
Total:
\$0.00

## Amps to Volts using Watts

### Amps to Volts using Watts

Understanding the relationship between electric current (measured in amperes, A), electrical power (measured in watts, W), and voltage (measured in volts, V) is essential for various applications from everyday electrical tasks to complex industrial setups. The formula for converting amps to volts using watts is:

Volts (V) = Watts (W) / Amperes (A)

To convert from amps to volts using watts, follow these steps:
1. Identify the Amperage: Determine the current flowing through the electrical device or system, measured in amperes (A).
2. Know the Wattage: Establish the power consumed by the electrical system, measured in watts (W).
3. Calculate the Voltage: Divide the wattage by the amperage using the formula V = W / A.

Note: This formula is applicable to resistive loads. For inductive or capacitive loads like motors or transformers, additional factors like the power factor may need to be taken into account.

## Amps to Volts using Ohms

### Amps to Volts using Ohms

Grasping the connection between electric current (amperes, A), voltage (volts, V), and resistance (ohms, Ω) is key for multiple fields including electrical engineering, household projects, and industrial applications. The formula for converting amps to volts using ohms is:

Volts (V) = Amperes (A) × Ohms (Ω)

To convert from amps to volts using ohms, adhere to the following steps:
1. Identify the Amperage: Know the current, in amperes (A), that is running through the electrical system.
2. Know the Resistance: Determine the resistance of the electrical system, measured in ohms (Ω).
3. Calculate the Voltage: Multiply the amperage by the resistance using the formula V = A × Ω.

Note: This formula is commonly used for DC circuits. For AC circuits with inductive or capacitive elements, additional calculations involving phase angles and power factors may be necessary.