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31 maj 2022 · Dodanie Kalkulator Odwrotnego Logarytmu (log) do Twojej witryny Wordpres jest szybkie i łatwe! Znajdź stronę, do której chcesz dodać kalkulator, przejdź do trybu edycji, kliknij „Tekst” i wklej tam kod.
- Svenska
Hur lägger jag till widgeten Invers Logaritm (log)...
- Dansk
Denne online-beregner viser den omvendte log for det...
- Suomi
Kuinka lisätä Käänteinen Logaritmi (log) Laskin -widget...
- Hrvatski
Logaritma Songsang (log) Kalkulator Invers Logaritm (log)...
- Norsk
Du kan enkelt legge til Invers Logaritme (log) Kalkulator på...
- Nederlands
Voer zowel een getal als een grondtal in de rekenmachine in....
- Indonesia
Masukkan nomor serta basis di kalkulator. Kalkulator akan...
- Eesti
See veebikalkulaator kuvab sisestatud arvu ja baasi...
- Svenska
Calculate the inverse log of y using the formula above. Enter a number and a base into the calculator. The calculator will display the inverse log of the number and base entered. The base of the natural log is equal to e=2.71828. The standard base for log is base 10.
inverse of x log x. Natural Language. Math Input. Extended KeyboardExamplesUploadRandom. Compute answers using Wolfram's breakthrough technology & knowledgebase, relied on by millions of students & professionals. For math, science, nutrition, history, geography, engineering, mathematics, linguistics, sports, finance, music….
14 paź 2024 · Calculate inverse logarithms with this Inverse Log Calculator. Enter a number, choose the base (10, e, or 2), and get accurate results for common, natural, or binary antilogarithms instantly.
Work out algebraically the inverse of the logarithmic function, and visually present it on a graph, emphasizing its inverse as an exponential function.
The antilog, also known as the antilogarithm refers to the reverse log or a logarithm’s inverse function. The antilog of a number (y) equals the base (b) raised to the power of y or the exponent. You can use this antilog calculator to make the calculation conveniently for you.
1 lut 2024 · Understanding the inverse of a logarithmic function reveals an intimate relationship with exponential functions, where each mirrors the other across the line $y=x$. When I find the inverse, I typically switch $x$ and $y$ in the original function and then solve for the new $y$.
