This antilog calculator finds the antilogarithm — the inverse of a logarithm. If log_b(x) = y, then the antilog of y is x = by. Enter your number, pick a base (10, e, 2, or custom), and get the antilog instantly.

Antilog–

What Is an Antilog?

The antilog (antilogarithm) undoes a logarithm. A logarithm compresses a huge number into a small exponent; the antilog expands it back. If log₁₀(1000) = 3, then antilog₁₀(3) = 1000. In modern terms the antilog is simply exponentiation: antilog_b(y) = by. This calculator is the dedicated reverse of our Logarithm Calculator in the Math Calculators collection.

Antilog Examples (Verified)

  • antilog₁₀(3) = 1,000 — the most common antilog, base 10.
  • antilog_e(2) = e² = 7.389 — reversing a natural log.
  • antilog₂(10) = 1,024 — reversing log base 2 (ten doublings).
  • antilog₁₀(−4) = 0.0001 — negative logs give fractions less than 1.

Where Antilogs Do Real Work

  • Chemistry: pH is −log₁₀[H⁺], so finding hydrogen-ion concentration from pH is an antilog: [H⁺] = 10−pH. Our pH Calculator handles this direction natively.
  • Sound and earthquakes: converting decibels or Richter values back into intensity ratios.
  • Finance and growth: undoing a log-transformed series, or exponentiating continuously-compounded rates (base e).
  • Statistics: reversing log-transformed data before reporting results in original units.

Antilog on a Regular Calculator

Most calculators hide the antilog as the second function of the log key: 10ˣ for base 10 and eˣ for natural logs. If your keypad has a ^ or xy key, antilog is just b^y directly — which is what this page computes, with the base fully in your control.

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Frequently Asked Questions

How do I calculate an antilog?

Raise the base to the power of the log value: antilog_b(y) = b^y. In base 10, the antilog of 3 is 10³ = 1,000.

What is the antilog of 1?

In base 10, 10¹ = 10. In natural base, e¹ = 2.718. In any base b, antilog(1) = b itself.

What is the difference between antilog and exponent?

None mathematically — “antilog” is the name for exponentiation when you arrive from a logarithm. b^y is the antilog of y in base b.

Can an antilog be negative?

The result can never be negative (a positive base raised to any real power stays positive), but the input can: negative log values produce fractions between 0 and 1.

How do I find [H+] from pH?

[H⁺] = 10^(−pH) — an antilog in base 10 with a negated input: pH 4 → 10⁻⁴ = 0.0001 mol/L.

Is this antilog calculator free?

Yes — free, instant, no sign-up.