Scientific Notation Converter
Convert numbers to scientific, E and decimal form.
How to use
- 1 Type or paste a number in any form: 1500, 1.5e3 or 1.5 × 10^3.
- 2 Read the scientific, E-notation, engineering and decimal versions.
- 3 Copy any single form, or copy the whole set at once.
About Scientific Notation Converter
The Scientific Notation Converter rewrites a number in every form you are likely to need: standard scientific notation, E-notation, engineering notation and a plain decimal expansion.
Scientific notation expresses a value as a coefficient between one and ten times a power of ten, which keeps very large and very small numbers readable — the distance to the Sun becomes 1.496 × 10^8 kilometres instead of a long string of zeros, and the size of an atom becomes a tidy negative power of ten.
You can type the number however you have it.
Plain decimals like 149600000 or 0.0000042 work, as does E-notation such as 1.496e8, and even explicit "× 10^n" forms like 1.5 × 10^3 written with a multiplication sign, an "x" or an asterisk.
The converter normalises whatever you paste and shows the coefficient and exponent alongside each formatted variant.
Engineering notation is included too, where the exponent is always forced to a multiple of three (10^3, 10^6, 10^9), matching the SI prefixes kilo, mega and giga that engineers use.
Each output has its own copy button, and there is a one-click copy for the whole set.
Everything is computed locally in your browser using ordinary floating-point math, so nothing is uploaded or stored, and it keeps working offline once the page has loaded.
FAQ
What input formats are accepted?
Plain decimals, E-notation (1.5e3), and explicit power-of-ten forms written with ×, x or * such as 1.5 × 10^3. Spaces are ignored.
How does engineering notation differ from scientific?
Engineering notation forces the exponent to a multiple of three (10^3, 10^6, 10^9), so it lines up with SI prefixes like kilo, mega and giga. The coefficient can therefore be from 1 up to just under 1000.
Is there a precision limit?
It uses standard double-precision floating point, accurate to about 15–17 significant digits, which covers ordinary scientific and engineering use.