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Scientific Notation Converter

Convert between standard decimal numbers and scientific notation, both ways and live. Type a plain number like 0.00042 or an E-notation value like 4.2e-4 and instantly see the standard form, the a × 10ⁿ form, and E-notation, each with a copy button. Round the mantissa to a chosen number of significant figures, or switch to engineering notation for exponents that land on multiples of 3. Free and exact.

Standard decimal
Scientific (a × 10ⁿ)
E-notation

Tip: type either a plain number like 1230000 or scientific notation like 1.23e6, all three forms update as you type. Leave significant figures blank to keep full precision, or set a number to round the mantissa. Switch to Engineering to force the exponent to a multiple of 3, the convention used with SI prefixes like kilo and mega.

How to use the scientific notation converter

  1. Type a number in the input box. You can enter a normal decimal like 1230000 or scientific notation like 1.23e6, the tool detects which you used.
  2. Read the three results. You instantly get the standard decimal form, the textbook a × 10ⁿ form, and machine-friendly E-notation.
  3. Set significant figures if you want rounding. Leave the field blank for full precision, or enter a number to round the mantissa in the scientific and engineering fields to that many significant figures.
  4. Pick scientific or engineering notation. Engineering forces the exponent to a multiple of 3, so the mantissa can carry up to three digits before the decimal point.
  5. Copy any result with the button beside it, handy for pasting into a spreadsheet, code, or homework.

What is scientific notation?

Scientific notation is a compact way of writing numbers that are very large or very small. Any number is expressed as a coefficient between 1 and 10 multiplied by a power of ten, for example, 4.2 × 10⁻⁴ instead of 0.00042, or 1.23 × 10⁶ instead of 1230000. The exponent simply tells you how many places the decimal point moves: a positive exponent shifts it right (bigger numbers), a negative exponent shifts it left (smaller numbers). This keeps long strings of zeros out of the way and makes the significant figures easy to read at a glance.

E-notation is the same idea written for calculators, spreadsheets and programming languages, where you cannot type a raised exponent. The × 10 part becomes the letter e, so 4.2 × 10⁻⁴ is written 4.2e-4. You will see this form in JavaScript, Python, Excel, and on scientific calculators. This converter shows both styles side by side so you can pick whichever the situation needs.

Rounding to significant figures

Full precision is not always what you want. A measured value like 9.80665 × 10⁰ is often reported to 3 significant figures as 9.81 × 10⁰for a report or a homework answer. Type a number into the significant figures field and the tool rounds the mantissa in the scientific and engineering fields to that many digits, carrying correctly through 9s (for example 999 rounded to 2 significant figures becomes 1.0 × 10³, not 10 × 10²). Leave the field blank and every form stays at full precision, exactly the digits you typed. The standard decimal field is never rounded by this setting, only the scientific and engineering forms are.

Scientific notation vs. engineering notation

Scientific notation always keeps exactly one digit before the decimal point, so the exponent can be any integer, for example 1.23 × 10⁴.Engineering notation keeps the same idea but forces the exponent to a multiple of 3, which lets the mantissa hold one, two, or three digits before the point, for example 12.3 × 10³ instead of 1.23 × 10⁴. That is the convention used with SI unit prefixes: kilo is 10³, mega is 10⁶, milli is 10⁻³, micro is 10⁻⁶, and so on, so an engineering-notation exponent tells you the prefix directly. Toggle the Notation control to switch between the two, both work for very large numbers, very small numbers, and negative numbers.

Why convert by hand is error-prone

Counting decimal places across a dozen zeros is exactly the kind of task where a stray digit slips in. Converting 0.0000000067 to 6.7 × 10⁻⁹ means correctly counting nine places, miscount by one and the answer is off by a factor of ten. This tool works directly on the digits as text rather than as a floating-point number, so it expands and contracts values exactly, preserving every significant figure you typed even for astronomically large or vanishingly small inputs. Negative numbers are handled too: the sign is kept on the coefficient.

Frequently asked questions

Can I enter negative numbers?

Yes. Enter values like -0.00042 or -3.6e8 and the sign is carried through to every form, attached to the coefficient.

What about the number zero?

Zero is shown as 0, 0 × 10⁰ and 0e+0. Scientific notation does not have a single canonical form for zero, so the plain value is used.

Does it round my number?

Not unless you ask it to. By default it preserves the significant digits you type and only strips zeros that do not change the value, so the standard and scientific forms always represent exactly the same quantity. Enter a value in the significant figures field to round the scientific and engineering mantissa on purpose.

What does the significant figures option do?

It rounds the mantissa shown in the scientific and engineering fields to the number of significant figures you choose, using standard round-half-up rounding with correct carrying (so 999 to 2 significant figures becomes 1.0 × 10³, not a 3-digit mantissa). Leave it blank to keep full precision. It never touches the standard decimal field.

What is engineering notation and how is it different from scientific notation?

Scientific notation always has one digit before the decimal point. Engineering notation forces the exponent to a multiple of 3, so the mantissa can have one to three digits before the point, for example 12.3 × 10³ instead of 1.23 × 10⁴. It lines up with SI prefixes like kilo, mega, milli, and micro, and works the same way for large numbers, tiny numbers, and negative numbers.

What input does it accept?

Either a plain decimal number such as 0.00042 or 1230000, or scientific E-notation such as 4.2e-4 or 1.23E6. Negatives are fine. The tool figures out which form you typed and converts both ways.

Is my data uploaded?

No. The conversion runs with plain JavaScript string math. Nothing you type is sent to a server, logged, or stored.

Does it handle very large or very small numbers?

Yes. Because it works on the digits as text rather than floating-point numbers, it expands huge values and tiny fractions without rounding error or losing the exact significant digits you entered.

What is the difference between scientific and engineering notation?

Scientific notation always keeps one digit before the decimal point. Engineering notation forces the exponent to a multiple of 3, so the mantissa can have one, two, or three digits before the point, matching SI prefixes such as kilo, mega, milli, and micro.

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