LOG10

    Math & Trig

    Returns the base-10 (common) logarithm of a positive number.

    Translations
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    FinnishLOG10
    Syntax
    LOG10(number)

    Arguments

    • numberThe positive real number for which you want the base-10 logarithm.
    Examples
    =LOG10(100)
    2

    10² = 100

    =LOG10(1000)
    3

    10³ = 1000

    =LOG10(0.1)
    -1

    10⁻¹ = 0.1

    Tips & Best Practices
    • Returns #NUM! if number ≤ 0
    • LOG10(x) is equivalent to LOG(x, 10)
    • Used in pH, decibel, and Richter scale calculations
    Common Mistakes
    • Confusing LOG10 with LOG or LN - LOG10 is fixed specifically to base 10, while LOG defaults to base 10 but can be changed, and LN is fixed to base e, so mixing them up for a specific calculation is an easy error
    • Applying LOG10 to zero or a negative number, which returns a #NUM! error since logarithms are only defined for positive numbers
    • Using LOG10 when the underlying calculation actually needs a different base, forgetting that LOG(number,base) offers more flexibility for anything other than base 10
    Related Functions
    LOGCalculates a logarithm with any specified base, of which LOG10 is essentially a shortcut for the base-10 case.
    LNCalculates the natural logarithm (base e), a different fixed base than LOG10's base of 10.
    EXPPerforms a related inverse operation, though specifically for the natural logarithm rather than base 10.
    Frequently Asked Questions

    What's the difference between LOG10 and LOG?

    LOG10 is a shortcut specifically for base-10 logarithms. LOG can calculate a logarithm with any base you specify, defaulting to 10 if you don't provide one - so LOG10(x) and LOG(x,10) are equivalent.

    Why does LOG10 return #NUM!?

    The input is zero or negative - logarithms are only defined for positive numbers.

    When should I use LOG10 instead of LOG?

    LOG10 is clearer and slightly more concise when you specifically need a base-10 logarithm, which is common in contexts like measuring orders of magnitude or decibel calculations.

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