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Scientific Notation Converter

Convert numbers between scientific, E, engineering and standard notation, with significant figures and SI prefixes. Exact digit math, many at once.

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Avogadro's number has 24 digits and the charge on an electron starts with eighteen zeros after the point. Nobody wants to count those by hand. Paste a number in any common form, one per line, and each one comes back in scientific notation, E notation, engineering notation, standard form and LaTeX, each with its own copy button.

The page opens on six values: 602214076000000000000000,0.0000000000000000001602176634, 299792458,6.67430e-11, -0.00042 and 1200. The first two become 6.02214076 × 1023 and 1.602176634 × 10-19. No step uses floating-point maths. Every number is kept as a string of digits and a power of ten, so the last digit of a long constant never turns into a 9 or a stray 4.

Worked Example: Avogadro's Number and the 1200 Trap

For 602214076000000000000000 the card reads 9 significant figures, then explains the move: the decimal point travels 23 places left, so the exponent goes up by 23. Engineering notation keeps the exponent a multiple of three, so the same value shows as 602.214076 × 1021, which is 602.214076 Z (zetta). The gravitational constant comes out as 66.7430 p and -0.00042 as -420 μ.

The last sample line is the one students lose marks on. 1200 is read as 1.2 × 103 with 2 significant figures, because zeros at the end of a whole number are placeholders. The card says so and suggests writing 1200. with a point, which keeps all four and gives 1.200 × 103. The trailing zero in6.67430e-11 is kept for the same reason in reverse: it sits after a decimal point.

Precision, Significant Figures and Limits

  • Leave Significant figures blank to keep every digit you typed, or enter 1 to 30 to round. Rounding is half away from zero, so 0.000445 at 2 figures is 4.5 × 10-4, and 9.996 at 3 figures carries over to 1.00 × 101. Anything else shows“Significant figures must be a whole number from 1 to 30.”
  • Exponents run from -9,999 to 9,999. Standard form is written out only up to 400 digits; past that the card keeps the scientific forms and says the decimal version is too long to print.
  • Up to 200 numbers are converted at once. Copy All as Tablecopies every result as tab-separated columns, which paste straight into Excel or Google Sheets as a grid.
  • SI prefixes cover quecto (10-30) to quetta (1030). Outside that range engineering notation still shows, without a prefix.

Input Formats It Accepts

Plain decimals with or without thousands separators (1,250,000), a leading point (.5), E notation in either case (6.02e23,4.7E-9), and the written form with ×, x or * before 10 and a caret (7.1 × 10^-4). Superscript digits copied from a textbook, as in 6.02×10²³, are read too, and so is the Unicode minus sign. Any other text on a line stops that line with a message naming the line number, while the rest still convert.

The LaTeX row gives 6.02214076 \times 10^{23}, ready for a lab report or an Overleaf document, and the scientific row copies with real superscript characters so it pastes cleanly into Word or a chat.

Accepts 0.00042, 1,250,000, 6.02e23, 6.02E+23, 6.02 × 10^23 and 6.02×10²³. Up to 200 lines.

602214076000000000000000

9 significant figures

Scientific

6.02214076 × 1023

E notation

6.02214076e+23

Engineering

602.214076 × 1021= 602.214076 Z

Standard form

602,214,076,000,000,000,000,000

LaTeX

6.02214076 \times 10^{23}

The decimal point moves 23 places left, so the exponent goes up by 23. The 15 trailing zeros are not counted as significant; write 602214076000000000000000. with a point to keep them.

0.0000000000000000001602176634

10 significant figures

Scientific

1.602176634 × 10-19

E notation

1.602176634e-19

Engineering

160.2176634 × 10-21= 160.2176634 z

Standard form

0.0000000000000000001602176634

LaTeX

1.602176634 \times 10^{-19}

The decimal point moves 19 places right, so the exponent goes down by 19.

299792458

9 significant figures

Scientific

2.99792458 × 108

E notation

2.99792458e+8

Engineering

299.792458 × 106= 299.792458 M

Standard form

299,792,458

LaTeX

2.99792458 \times 10^{8}

The decimal point moves 8 places left, so the exponent goes up by 8.

6.67430e-11

6 significant figures

Scientific

6.67430 × 10-11

E notation

6.67430e-11

Engineering

66.7430 × 10-12= 66.7430 p

Standard form

0.0000000000667430

LaTeX

6.67430 \times 10^{-11}

The decimal point is already after the first non-zero digit.

-0.00042

2 significant figures

Scientific

-4.2 × 10-4

E notation

-4.2e-4

Engineering

-420 × 10-6= -420 μ

Standard form

-0.00042

LaTeX

-4.2 \times 10^{-4}

The decimal point moves 4 places right, so the exponent goes down by 4.

1200

2 significant figures

Scientific

1.2 × 103

E notation

1.2e+3

Engineering

1.2 × 103= 1.2 k

Standard form

1,200

LaTeX

1.2 \times 10^{3}

The decimal point moves 3 places left, so the exponent goes up by 3. The 2 trailing zeros are not counted as significant; write 1200. with a point to keep them.