Bytes to Exabits Converter

Convert bytes to exabits instantly with our free data storage conversion calculator. Enter any value for accurate results using the binary (1024) convention.

B
=
Eb
6.9389E-18
Exabits (Eb)
1 B = 6.9389E-18 Eb
🔄 Swap Units (Exabits → Bytes)
1 B
=
6.9389E-18 Eb
1 Byte = 2-57 Exabits

How to Convert Bytes to Exabits

To convert a data storage measurement from bytes to exabits, divide the value by the conversion factor. Since one byte is equal to 2-57 exabits, you can use this formula:

exabits = bytes ÷ 257

The data storage in exabits is equal to the bytes divided by 257.

Example: Convert 1,024 bytes to exabits.

Using the formula: exabits = bytes ÷ 257

exabits = 1,024 B ÷ 257 = 7.1054E-15 Eb

Therefore, 1,024 bytes equals 7.1054E-15 exabits.

How Many Exabits Are in a Byte?

There are 2-57 exabits in one byte.

1 B = 2-57 Eb

What Is a Byte?

The byte (symbol: B) is a unit of digital information consisting of 8 bits. It is the fundamental unit of data storage and memory addressing in virtually all modern computer architectures. Most computers use one byte as the smallest individually addressable unit of memory. A single byte can represent 28 = 256 different values, from 0 to 255. This is enough to encode one character in the ASCII character set (which uses 7 bits, with the 8th bit historically used for error checking), or one pixel component in a 24-bit color image (8 bits each for red, green, and blue). The term "byte" was coined by Werner Buchholz in 1956 during the design of the IBM 7030 Stretch computer. The spelling "byte" was chosen specifically to avoid confusion with "bit." While bytes of different sizes (6-bit, 7-bit) existed in early computing, the 8-bit byte became universal by the 1970s. File sizes and storage capacities are almost always expressed in bytes and their multiples (kilobytes, megabytes, gigabytes, terabytes). A plain text email might be a few kilobytes, a high-resolution photo several megabytes, an HD movie a few gigabytes, and a large hard drive several terabytes.

One byte is equal to:

  • 8 bits (b)
  • 2 nibbles
  • 1/1,024 kilobytes (kB)
  • 1/1,048,576 megabytes (MB)

What Is a Exabit?

The exabit (symbol: Eb) is a unit of digital information equal to 260 bits (approximately 1.153 quintillion bits) in the binary system, or 1,000,000,000,000,000,000 bits in the decimal system. Exabits represent some of the largest quantities of data discussed in information technology. Global annual internet traffic is measured in exabits. Annual global IP traffic has surpassed thousands of exabits, driven by video streaming, social media, cloud services, and the expanding Internet of Things (IoT). The total amount of data stored worldwide is estimated to be in the tens of thousands of exabits (or equivalently, tens of zettabytes). This "global datasphere" includes everything from enterprise data centers to consumer devices and is projected to continue growing exponentially. Exabit-scale data is relevant in discussions of big data, artificial intelligence training datasets, and the storage requirements of major cloud service providers. A single exabit equals about 125 petabytes, or enough capacity to store tens of millions of hours of HD video.

One exabit is equal to:

  • 260 bits (≈ 1.153 quintillion bits)
  • 1,024 petabits (Pb)
  • 1,048,576 terabits (Tb)
  • 0.125 exabytes (EB)
  • 128 petabytes (PB)

Understanding Data Storage Units

Data storage units measure the amount of digital information that can be stored, transmitted, or processed. The fundamental unit is the bit (binary digit), which can hold a value of 0 or 1. All digital information, from text documents to 4K videos, is ultimately represented as sequences of bits.

Data storage units are organized in two main hierarchies: bits (b, kb, Mb, Gb, Tb, Pb, Eb) and bytes (B, kB, MB, GB, TB, PB, EB). The relationship between them is that 1 byte = 8 bits. Bits are typically used for data transfer rates (internet speed), while bytes are used for storage capacity (file sizes, drive capacity).

Binary vs. Decimal Prefixes

There are two conventions for data storage prefixes, which can cause confusion:

  • Binary (base-2): Each prefix step is a factor of 1,024 (210). So 1 kB = 1,024 B, 1 MB = 1,024 kB, etc. This is used by operating systems and in most computing contexts. This converter uses the binary convention.
  • Decimal (base-10): Each prefix step is a factor of 1,000. So 1 kB = 1,000 B, 1 MB = 1,000 kB, etc. This is used by storage device manufacturers and in telecommunications.

To avoid confusion, the IEC introduced binary prefixes: kibibyte (KiB = 1,024 B), mebibyte (MiB = 1,024 KiB), gibibyte (GiB = 1,024 MiB), etc. However, these names are not widely used in everyday language.

Common Data Sizes in Perspective

  • 1 Bit: A single binary digit (0 or 1)
  • 1 Byte (8 bits): One text character (ASCII)
  • 1 Kilobyte (1,024 bytes): A short paragraph of text
  • 1 Megabyte (1,024 kB): A compressed photo or one minute of MP3 audio
  • 1 Gigabyte (1,024 MB): About 250 MP3 songs or a short HD video
  • 1 Terabyte (1,024 GB): About 250,000 photos or 500 hours of HD video
  • 1 Petabyte (1,024 TB): About 1,000 consumer hard drives
  • 1 Exabyte (1,024 PB): Roughly 11 million hours of 4K video

Data Transfer Rates vs. Storage

An important distinction exists between data transfer rates and storage capacity:

  • Transfer rates use bits per second: kbps, Mbps, Gbps (note lowercase 'b')
  • Storage capacity uses bytes: kB, MB, GB, TB (note uppercase 'B')

To convert between them, divide the bit rate by 8 to get the byte rate. For example, a 100 Mbps internet connection can transfer at most 12.5 MB per second (100 / 8 = 12.5).

Tips for Data Storage Conversions

  • To convert between adjacent byte units (kB → MB → GB → TB → PB → EB), divide by 1,024 to go up or multiply by 1,024 to go down. The same applies to bit units (kb → Mb → Gb → Tb → Pb → Eb).
  • To convert between bits and bytes at the same prefix level, divide bits by 8 to get bytes, or multiply bytes by 8 to get bits. For example: 100 Mb = 12.5 MB.
  • When comparing internet speed (in Mbps) with file size (in MB), divide the speed by 8 to estimate download time. A 100 Mbps connection downloads at about 12.5 MB/s, so a 1 GB file takes about 80 seconds.
  • Storage manufacturers use decimal (1 GB = 1,000,000,000 bytes) while operating systems use binary (1 GB = 1,073,741,824 bytes). This is why a "500 GB" drive shows as about 465 GB in your OS.
  • A nibble is exactly 4 bits (half a byte) and represents one hexadecimal digit. Two nibbles make one byte.
  • Memory (RAM) sizes always use binary: 4 GB, 8 GB, 16 GB, 32 GB. These are exact powers of 2 in bytes.
  • When estimating storage needs: text files are measured in kB, photos and songs in MB, movies and games in GB, hard drives in TB, and data centers in PB or EB.

Bytes to Exabits Conversion Table

The following table shows conversions from bytes to exabits, using the binary convention (1 kB = 1,024 B).

BytesExabits (Eb)
1.0000E+17 B0.693889
2.0000E+17 B1.38778
3.0000E+17 B2.08167
4.0000E+17 B2.77556
5.0000E+17 B3.46945
6.0000E+17 B4.16334
7.0000E+17 B4.85723
8.0000E+17 B5.55112
9.0000E+17 B6.245
1.0000E+18 B6.93889
2.0000E+18 B13.8778
3.0000E+18 B20.8167
4.0000E+18 B27.7556
5.0000E+18 B34.6945
6.0000E+18 B41.6334
7.0000E+18 B48.5723
8.0000E+18 B55.5112
9.0000E+18 B62.45
1.0000E+19 B69.3889
2.0000E+19 B138.778
3.0000E+19 B208.167
4.0000E+19 B277.556
5.0000E+19 B346.945
6.0000E+19 B416.334
7.0000E+19 B485.723
8.0000E+19 B555.112
9.0000E+19 B624.5
1.0000E+20 B693.889

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