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    Voltage Divider Resistor Calculator | Calculate Voltage Ratios Easily

    Created by Md jony islam

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    Voltage Divider Resistor to Resistor Calculated

    Calculate resistor values and voltage ratios for your circuits with our Voltage Divider Resistor Calculator. With a voltage divider calculator, you determine the out voltage based on resistor values.

    Resistor Voltage divider Calculator

    Voltage Divider Resistor Circuit

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    Voltage Divider Resistor to Resistor No load2 KΩR1Power Supply+-Vin© Online Works ToolsVoutR24 KΩ4 V12 VNo Load
    Fig-1: Voltage Divider Resistor to Resistor with No Load
    V
    • nanoVolts (nV)
    • microVolts (µV)
    • milliVolts (mV)
    • Volts (V)
    • kilovolts (kV)
    • megavolts (MV)
    Ω
    • millohms (mΩ)
    • ohms (Ω)
    • Kiloohms (KΩ)
    • Megaohms (MΩ)
    • Gigaohms (GΩ)
    Ω
    • millohms (mΩ)
    • ohms (Ω)
    • Kiloohms (KΩ)
    • Megaohms (MΩ)
    • Gigaohms (GΩ)
    V
    • Picovolts (pV)
    • nanovolts (nV)
    • microvolts (µV)
    • millivolts (mV)
    • Volts (V)
    • Kilovolts (KV)
    • megavolts (MV)

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    What is the Voltage Divider Resistance?

    The voltage divider calculator calculates the output voltage of the voltage divider network based on the value of the resistor, R1, resistor, R2, and the input voltage, Vin. This output voltage Vout, which is the voltage that is dropped across the resistor, R2, is calculated by the formula

    Resistor Divider Calculator
    Fig-1: Resistor Divider Calculator

    🙋 Check our Inductor current divider calculator and discover

    Voltage Divider Law (Resistive Circuit) - Voltage divider equations:

    For a circuit with two Resistor R1 and R2 in series connected to a voltage source Vin:

    Total Resistance (Rtotal):

    Rtotal = R1 + R2

    For Example, R1 = 2 kΩ, R2 = 3 kΩ, or Vin = 10V

    Rtotal = 2 kΩ + 3 kΩ = 5 kΩ

    Voltage Across R1 (V1):

    V1 = Vin ×R1R1 + R2

    For Example, R1 = 2 kΩ, R2 = 3 kΩ, or Vin = 10V

    V1 = 10 ×22 + 3 = 4V

    Voltage Across R2 (V2) NO Load:

    V2 = Vin ×R2R1 + R2

    For Example, R1 = 2 kΩ, R2 = 3 kΩ, or Vin = 10V

    V2 = 10 ×32 + 3 = 6V

    Voltage Across R2 (V2) With Load:

    V2 = Vin ×R2 || RLR1 + R2 || RL

    For Example, R1 = 2 kΩ, R2 = 3 kΩ, RL = 4 kΩ, or Vin = 10V

    V2 = 10 ×3 || 42 + 3 || 4 = 4V

    Suggested Reading

    Resistor Divider Resistor to Resistor

    Voltage dividers are very common and used very often in circuits. Many times in circuits, different levels of voltage must be allocated to different parts of a circuit. A voltage divider circuit, such as that shown above, can be used to do this. This can divide the input voltage that a circuit receives and allocate it accordingly and as needed to different parts of the circuit. For example, a circuit may receive 10V as input. However, one chip in the circuit may need 7 volts, while another chip in the circuit only needs 3 volts. We can allocate these voltages to the different chips by a voltage divider.

    Resistor Divider conversion application

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    About the Author

    Md Jony Islam

    Md Jony Islam

    Jony is a passionate writer and web developer. He enjoys sharing insights about technology, web development, and design. When he's not writing, he loves hiking and exploring the outdoors.