Revolutions to Gradians Converter

To convert revolutions to gradians, you can use the formula: gradians = revolutions × 400, as one revolution equals 400 gradians.

Revolutions to Gradians Converter

Enter the angle in revolutions below to get the value converted to gradians.

How to Convert Revolutions to Gradians

  1. Understanding the Conversion:

    When converting angles from revolutions to gradians, we’re essentially changing the unit of measurement from one full rotation around a circle to a smaller unit called a gradian. Think of it like changing from counting full circles to counting smaller divisions within a circle.

  2. The Formula:

    To perform this conversion, we use a simple formula:

    Gradians = Revolutions × 400

    This means that to find the angle in gradians, we multiply the angle in revolutions by 400. This conversion factor of 400 comes from the definition of a gradian, where one revolution equals 400 gradians.

  3. Understanding the Units:

    A revolution is a full rotation around a circle, equivalent to 360 degrees. On the other hand, a gradian is a smaller unit, where there are 400 gradians in one revolution.

  4. Example Conversion:

    Let’s say we want to convert 5 revolutions to gradians. Using the formula:

    Gradians = (5 revolutions × 400) = 2,000 gradians

    So, 5 revolutions would be equal to 2,000 gradians.

    Frequently Used Values

    RevolutionsGradians
    00
    0.136
    0.272
    0.3108
    0.4144
    0.5180
    0.6216
    0.7252
    0.8288
    0.9324
    1360
    1.1396
    1.2432
    1.3468
    1.4504
    1.5540
    1.6576
    1.7612
    1.8648
    1.9684
    2720
    2.1756
    2.2792
    2.3828
    2.4864
    2.5900
    2.6936
    2.7972
    2.81008
    2.91044
    31080
    3.11116
    3.21152
    3.31188
    3.41224
    3.51260
    3.61296
    3.71332
    3.81368
    3.91404
    41440
    4.11476
    4.21512
    4.31548
    4.41584
    4.51620
Matt Anderson is an esteemed blogger and electronics gadget reviewer with over two decades of expertise in the field. His passion for technology drives him to explore the latest innovations and share his insights with a broad audience. With a keen eye for detail and a deep understanding of electronic devices, Matt has established himself as a trusted voice in the tech community.