Figs used
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Round a number to n significant figures and show the matching scientific notation.
Page updated 2026-09-14.
Figs used
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123,456 rounded to 3 significant figures becomes 1.23e+5 (scientific notation for 123,000) -- only the first 3 digits (1, 2, 3) are considered meaningful, with the rest rounded away.
Significant figures differ from decimal-place rounding in an important way: rounding 123,456 to '3 decimal places' wouldn't change it at all (it has no decimal portion), but rounding to 3 significant figures changes it substantially, since significant figures count meaningful digits from the first nonzero digit, regardless of where the decimal point sits.
Scientific notation (1.23e+5) is a natural fit for expressing a specific significant-figure count clearly -- it makes immediately obvious that exactly 3 digits (1, 2, 3) are considered significant, without any ambiguity about whether trailing zeros in '123,000' are meaningful or just placeholders.
Uses toPrecision / toExponential. Count is 1 through 21. Written as plain '123,000', it's genuinely ambiguous how many of those digits are actually significant -- is it 3 sig figs (rounded from something like 123,456) or 6 sig figs (an exact value)? Scientific notation removes that ambiguity entirely, since only the digits in the coefficient count as significant.
This calculator supports significant figure counts from 1 through 21 -- a practical range covering everything from a very rough single-digit estimate up to the limits of standard floating-point numeric precision in most programming and calculation contexts.
Significant figures matter most in scientific and engineering contexts specifically because they communicate the actual precision of a measurement -- reporting a measured value with more significant figures than your measuring instrument can actually support implies a false sense of precision that wasn't really achieved.
For converting between plain decimal numbers and scientific notation more generally (not tied to a specific significant-figure count), the Scientific Notation Converter is the related, more general-purpose tool.
Only the first 3 digits (1, 2, 3) are kept as meaningful, and the rest is rounded away based on the following digit (4, which rounds down): 123,456 becomes 123,000, expressed clearly in scientific notation as 1.23e+5.
Decimal-place rounding counts digits after the decimal point, while significant-figure rounding counts meaningful digits starting from the first nonzero digit, regardless of decimal position -- the two methods can produce very different results depending on the number's magnitude.
Uses toPrecision / toExponential. Count is 1 through 21. Writing '123,000' as a plain number is ambiguous about how many digits are actually significant versus just placeholder zeros. Scientific notation (1.23e+5) removes that ambiguity, since only the coefficient's digits count as significant.
Uses toPrecision / toExponential. Count is 1 through 21. It supports 1 through 21 significant figures, a practical range covering everything from a rough single-digit estimate to the limits of standard floating-point numeric precision.
It communicates the actual precision of a measurement honestly -- reporting more significant figures than your measuring instrument can support implies a level of precision that wasn't genuinely achieved, which can mislead anyone relying on that reported value.
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