Bit to Exbibit Conversion Calculator: Free Online Tool

Convert bits to exbibits with our free online data storage converter.

From:

Bit

To:

Exbibit

How to Use the Calculator:

Enter the value you want to convert in the 'From' field (Bit).
The converted value in Exbibit will appear automatically in the 'To' field.
Use the dropdown menus to select different units within the Data Storage category.
Click the swap button (⇌) to reverse the conversion direction.

How to Convert Bit to Exbibit

Converting Bit to Exbibit involves multiplying the value by a specific conversion factor, as shown in the formula below.

Formula:

1 Bit = 8.6736e-19 exbibits

Example Calculation:

Convert 1024 bits: 1024 × 8.6736e-19 = 8.8818e-16 exbibits

Disclaimer: For Reference Only

These conversion results are provided for informational purposes only. While we strive for accuracy, we make no guarantees regarding the precision of these results, especially for conversions involving extremely large or small numbers which may be subject to the inherent limitations of standard computer floating-point arithmetic.

Not for professional use. Results should be verified before use in any critical application. View our Terms of Service for more information.

What is a Bit and a Exbibit?

A bit (short for binary digit) is the most basic unit of information in computing and digital communications. A single bit can have only one of two values, typically represented as 0 or 1.

An exbibit (Eib) is a unit of digital information equal to 260 bits, which is 1,152,921,504,606,846,976 bits. It uses the binary prefix 'exbi-' established by the International Electrotechnical Commission (IEC). The exbibit is closely related to the exabit (Eb), which is defined using the SI decimal prefix 'exa-' as 1018 bits.

Note: The Bit is part of the imperial/US customary system, primarily used in the US, UK, and Canada for everyday measurements. The Exbibit belongs to the imperial/US customary system.

History of the Bit and Exbibit

The term "bit" was first coined by John W. Tukey in a Bell Labs memo in 1947 and popularized by Claude Shannon in his seminal 1948 paper "A Mathematical Theory of Communication". Shannon used the bit as the fundamental unit of information entropy. Early computing relied directly on manipulating bits through mechanical relays or vacuum tubes.

The prefix 'exbi-' (for 260) was established by the IEC in 1998, along with other binary prefixes (kibi-, mebi-, gibi-, tebi-, pebi-). This was done to resolve the ambiguity surrounding the use of SI prefixes (like kilo, mega, giga) to represent both powers of 1000 and powers of 1024 in digital information contexts. The term 'exbibit' specifically denotes the 260 multiple of bits, ensuring clarity in technical specifications. Its practical relevance grew with the need to precisely measure extremely large data capacities and transfers in binary terms.

Common Uses for bits and exbibits

Explore the typical applications for both Bit (imperial/US) and Exbibit (imperial/US) to understand their common contexts.

Common Uses for bits

Representing binary states (on/off, true/false).
Quantifying information entropy.
Measuring data transfer rates (e.g., kilobits per second - kbps).
Fundamental building block for all digital data (bytes, kilobytes, etc.).
Processor architecture specifications (e.g., 32-bit, 64-bit processors).

Common Uses for exbibits

Exbibits are used in highly technical fields where precise measurement of very large quantities of data based on powers of 2 is necessary. Common contexts include:

Theoretical specifications for large-scale computer memory architectures.
Advanced file system design and capacity reporting where binary multiples are standard.
Specific large-scale scientific computing applications demanding exact binary measurements (e.g., massive simulations, data analysis).
Technical documentation comparing binary and decimal data magnitudes at the exa-scale.

It is significantly less common in everyday language or consumer-facing specifications compared to the exabit (Eb) or exabyte (EB).

Frequently Asked Questions

Questions About Bit (b)

How many bits are in a byte?

There are typically 8 bits in 1 byte. This is the most common standard in modern computing.

What does a bit represent?

A bit represents the smallest possible unit of information, corresponding to a choice between two possibilities. In electronics, this is often represented by the presence or absence of an electrical charge or voltage level.

Why is it called a binary digit?

It's called a binary digit because it exists in a binary (base-2) system, meaning it can only have one of two possible values (0 or 1), unlike the decimal system (base-10) which uses digits 0 through 9.

About Exbibit (Eib)

How many bits are in an exbibit?

There are exactly 260 bits in 1 exbibit (Eib). This equals 1,152,921,504,606,846,976 bits.

How many pebibits (Pib) are in an exbibit (Eib)?

There are 1,024 pebibits (Pib) in 1 exbibit (Eib). This is because 1 Eib = 260 bits and 1 Pib = 250 bits, and 260 / 250 = 210 = 1,024.

What is the difference between an exbibit (Eib) and an exabit (Eb)?

An exbibit (Eib) represents 260 bits (binary prefix), while an exabit (Eb) represents 1018 bits (decimal prefix). An exbibit is larger than an exabit, with 1 Eib ≈ 1.15 Eb.

What is the difference between an exbibit (Eib) and an exbibyte (EiB)?

An exbibit (Eib) measures information in bits, whereas an exbibyte (EiB) measures information in bytes. Assuming the standard 1 byte = 8 bits, 1 exbibyte (EiB) is equal to 8 exbibits (Eib). Both use the binary prefix 'exbi-' (260).

Conversion Table: Bit to Exbibit

Bit (b)	Exbibit (Eib)
1	0
5	0
10	0
25	0
50	0
100	0
500	0
1,000	0

All Data Storage Conversions

Bit to Byte Bit to Kilobit Bit to Kilobyte Bit to Megabit Bit to Megabyte Bit to Gigabit Bit to Gigabyte Bit to Terabit Bit to Terabyte Bit to Petabit Bit to Petabyte Bit to Exabit Bit to Exabyte Bit to Kibibit Bit to Kibibyte Bit to Mebibit Bit to Mebibyte Bit to Gibibit Bit to Gibibyte Bit to Tebibit Bit to Tebibyte Bit to Pebibit Bit to Pebibyte Bit to Exbibyte Byte to Bit Byte to Kilobit Byte to Kilobyte Byte to Megabit Byte to Megabyte Byte to Gigabit Byte to Gigabyte Byte to Terabit Byte to Terabyte Byte to Petabit Byte to Petabyte Byte to Exabit Byte to Exabyte Byte to Kibibit Byte to Kibibyte Byte to Mebibit Byte to Mebibyte Byte to Gibibit Byte to Gibibyte Byte to Tebibit Byte to Tebibyte Byte to Pebibit Byte to Pebibyte Byte to Exbibit Byte to Exbibyte Kilobit to Bit Kilobit to Byte Kilobit to Kilobyte Kilobit to Megabit Kilobit to Megabyte Kilobit to Gigabit Kilobit to Gigabyte Kilobit to Terabit Kilobit to Terabyte Kilobit to Petabit Kilobit to Petabyte Kilobit to Exabit Kilobit to Exabyte Kilobit to Kibibit Kilobit to Kibibyte Kilobit to Mebibit Kilobit to Mebibyte Kilobit to Gibibit Kilobit to Gibibyte Kilobit to Tebibit Kilobit to Tebibyte Kilobit to Pebibit Kilobit to Pebibyte Kilobit to Exbibit Kilobit to Exbibyte Kilobyte to Bit Kilobyte to Byte Kilobyte to Kilobit Kilobyte to Megabit Kilobyte to Megabyte Kilobyte to Gigabit Kilobyte to Gigabyte Kilobyte to Terabit Kilobyte to Terabyte Kilobyte to Petabit Kilobyte to Petabyte Kilobyte to Exabit Kilobyte to Exabyte Kilobyte to Kibibit Kilobyte to Kibibyte Kilobyte to Mebibit Kilobyte to Mebibyte Kilobyte to Gibibit Kilobyte to Gibibyte Kilobyte to Tebibit Kilobyte to Tebibyte Kilobyte to Pebibit Kilobyte to Pebibyte Kilobyte to Exbibit Kilobyte to Exbibyte Megabit to Bit Megabit to Byte Megabit to Kilobit Megabit to Kilobyte Megabit to Megabyte Megabit to Gigabit Megabit to Gigabyte Megabit to Terabit Megabit to Terabyte Megabit to Petabit Megabit to Petabyte Megabit to Exabit Megabit to Exabyte Megabit to Kibibit Megabit to Kibibyte Megabit to Mebibit Megabit to Mebibyte Megabit to Gibibit Megabit to Gibibyte Megabit to Tebibit Megabit to Tebibyte