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  • Distance at Which Absolute and Apparent Magnitude are Equal - Star Brightness Explained
    The absolute magnitude and apparent magnitude of a star would be equal if seen at a distance of 10 parsecs (32.6 light-years).

    Here's why:

    * Absolute Magnitude (M): This measures a star's intrinsic brightness as if it were located 10 parsecs away from Earth.

    * Apparent Magnitude (m): This measures how bright a star appears from Earth.

    The relationship between apparent magnitude (m), absolute magnitude (M), and distance (d) is given by the following formula:

    ```

    m - M = 5 * log(d/10)

    ```

    If we set m = M, the formula becomes:

    ```

    0 = 5 * log(d/10)

    ```

    Solving for d, we get:

    ```

    d = 10 parsecs

    ```

    Therefore, at a distance of 10 parsecs, the apparent magnitude and absolute magnitude of a star would be identical. This is because the apparent brightness would be exactly the same as its intrinsic brightness at that specific distance.

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