Byte to Tebibit Converter

Convert bytes to tebibits with our free online data storage converter.

Quick Answer

1 Byte = 7.275958e-12 tebibits

Formula: Byte × conversion factor = Tebibit

Use the calculator below for instant, accurate conversions.

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All conversion formulas on UnitsConverter.io have been verified against NIST (National Institute of Standards and Technology) guidelines and international SI standards. Our calculations are accurate to 10 decimal places for standard conversions and use arbitrary precision arithmetic for astronomical units.

Last verified: December 2025|Reviewed by: Sam Mathew, Software Engineer

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How to Use the Byte to Tebibit Calculator:

Enter the value you want to convert in the 'From' field (Byte).
The converted value in Tebibit 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 Byte to Tebibit: Step-by-Step Guide

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

Formula:

1 Byte = 7.2760e-12 tebibits

Example Calculation:

Convert 1024 bytes: 1024 × 7.2760e-12 = 7.4506e-9 tebibits

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.

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What is a Byte and a Tebibit?

What is a Byte?

A byte is a unit of digital information consisting of exactly 8 bits (binary digits), where each bit can be either 0 or 1. The byte is the smallest addressable unit of memory in modern computer architectures, meaning it's the fundamental building block that computers use to store and manipulate data.

Mathematical definition:

1 byte (B) = 8 bits (b)
1 byte can represent 2^8 = 256 distinct values (from 0 to 255 in unsigned representation, or -128 to +127 in signed representation)

Binary representation example:

The byte value 65 (decimal) = 01000001 (binary) = 0x41 (hexadecimal) = ASCII character 'A'
The byte value 255 (decimal) = 11111111 (binary) = 0xFF (hexadecimal) = maximum unsigned value
The byte value 0 (decimal) = 00000000 (binary) = 0x00 (hexadecimal) = minimum value

Byte as the Universal Data Unit

The byte serves as the fundamental counting unit for digital information across all computing contexts:

Memory capacity:

RAM: "16 GB of memory" = 16,000,000,000 bytes = 16 billion bytes
SSD/HDD: "1 TB hard drive" = 1,000,000,000,000 bytes = 1 trillion bytes

File sizes:

Text document: 50 KB = 50,000 bytes
Digital photo: 8 MB = 8,000,000 bytes
Video file: 2 GB = 2,000,000,000 bytes

Data transfer rates:

Internet speed: "100 Mbps" = 100 megabits per second = 12.5 megabytes per second (divide by 8)
USB 3.0 transfer: 5 Gbps = 625 MB/s = 625 million bytes per second

Important distinction:

Byte (B) with uppercase 'B' = 8 bits
bit (b) with lowercase 'b' = single binary digit
8 bits = 1 Byte, so 8 Mbps = 1 MB/s

Binary (Powers of 2) vs. Decimal (Powers of 10) Multiples

There are two different systems for byte multiples, causing widespread confusion:

Decimal prefixes (SI units, base-10):

Used by storage manufacturers (hard drives, SSDs, USB drives)
Based on powers of 1,000 (10³, 10⁶, 10⁹, etc.)
1 kilobyte (KB) = 1,000 bytes
1 megabyte (MB) = 1,000,000 bytes
1 gigabyte (GB) = 1,000,000,000 bytes
1 terabyte (TB) = 1,000,000,000,000 bytes

Binary prefixes (IEC units, base-2):

Used by operating systems (Windows, macOS, Linux) for memory and file sizes
Based on powers of 1,024 (2¹⁰, 2²⁰, 2³⁰, etc.)
1 kibibyte (KiB) = 1,024 bytes
1 mebibyte (MiB) = 1,048,576 bytes (1,024²)
1 gibibyte (GiB) = 1,073,741,824 bytes (1,024³)
1 tebibyte (TiB) = 1,099,511,627,776 bytes (1,024⁴)

The confusion:

You buy a "1 TB" hard drive (1,000,000,000,000 bytes in decimal)
Windows shows "931 GB" available (because it calculates 1,000,000,000,000 ÷ 1,024³ = 931.32 GiB, but displays it as "GB")
You didn't lose 69 GB—it's just a difference in counting systems!

Difference grows at larger scales:

1 GB (decimal) vs. 1 GiB (binary): 7.4% difference (1,000,000,000 vs. 1,073,741,824)
1 TB (decimal) vs. 1 TiB (binary): 9.95% difference (1 trillion vs. 1.1 trillion)

Byte and Character Encoding

Historically, one byte = one character in ASCII encoding (American Standard Code for Information Interchange):

ASCII (7-bit, extended to 8-bit):

Uses values 0-127 (originally 7 bits)
Extended ASCII: 0-255 (full 8 bits)
Examples: 'A' = 65, 'a' = 97, '0' = 48, space = 32, newline = 10

Modern Unicode (variable-length encoding):

UTF-8 (most common on the web): 1-4 bytes per character
- ASCII characters (English): 1 byte ('A' = 0x41)
- Latin extended, Greek, Cyrillic: 2 bytes ('é' = 0xC3 0xA9)
- Chinese, Japanese, Korean (CJK): 3 bytes ('中' = 0xE4 0xB8 0xAD)
- Emoji and rare symbols: 4 bytes ('😀' = 0xF0 0x9F 0x98 0x80)
UTF-16 (used internally by Windows, Java, JavaScript): 2-4 bytes per character
UTF-32 (fixed-width): exactly 4 bytes per character (wasteful but simple)

Practical impact:

"Hello" in ASCII: 5 bytes
"Hello" in UTF-8: 5 bytes (same as ASCII for English)
"Привет" (Russian "hello") in UTF-8: 12 bytes (6 characters × 2 bytes)
"你好" (Chinese "hello") in UTF-8: 6 bytes (2 characters × 3 bytes)
"Hello😀" in UTF-8: 9 bytes (5 ASCII + 4 emoji)

Why 8 Bits?

The 8-bit byte became standard for several technical and practical reasons:

1. ASCII compatibility:

ASCII uses 7 bits (128 characters: A-Z, a-z, 0-9, punctuation, control codes)
8th bit originally used for parity checking (error detection)
Extended ASCII (8-bit) accommodated 256 characters including accented letters, symbols

2. Hexadecimal convenience:

8 bits = 2 hexadecimal digits (each hex digit = 4 bits)
Easy mental conversion: 0xFF = 11111111 = 255
Simplified debugging and memory addresses

3. Power-of-2 scaling:

256 values (2⁸) aligns with computer's binary nature
Efficient for addressing and indexing (0-255 fits cleanly in registers)

4. Data type efficiency:

Perfect for representing small integers (-128 to +127 signed, 0-255 unsigned)
RGB color: 3 bytes = 16.7 million colors (256³)
IP addresses (IPv4): 4 bytes = 4.3 billion addresses (256⁴)

5. Hardware implementation:

8-bit data buses and registers were cost-effective in 1960s
Balanced between functionality and transistor count

A tebibit (Tib) is a unit of digital information equal to 240 bits, which is exactly 1,099,511,627,776 bits. It uses the binary prefix 'tebi-' established by the International Electrotechnical Commission (IEC). The tebibit is closely related to the terabit (Tb), which is defined using the decimal prefix 'tera-' (1012 or 1,000,000,000,000 bits).

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

History of the Byte and Tebibit

Pre-Byte Era: Variable Word Sizes (1940s-1950s)

Early digital computers had no standardized "byte"—each machine used its own word size (the natural unit of data):

ENIAC (1945): Operated on 10-digit decimal numbers (no binary bytes)

UNIVAC I (1951): 12-character words, each character 6 bits (72-bit words)

IBM 701 (1952): 36-bit words, 6-bit characters (no explicit byte concept)

Characteristics of this era:

Character sizes varied: 5-bit (Baudot code), 6-bit (IBM BCD), 7-bit (ASCII draft)
No byte portability: Data from one computer couldn't directly transfer to another
Software non-portable: Programs written for 36-bit words wouldn't run on 48-bit machines
Memory addressing: By word, not by character (inefficient for text processing)

Example problem: Storing the text "HELLO" (5 characters):

36-bit word machine with 6-bit chars: Packed into one word (6 chars max), wasting 6 bits
48-bit word machine with 6-bit chars: Could fit 8 chars per word
No standard way to represent the same text across different computers

Birth of the Byte: IBM Stretch (1956-1959)

Werner Buchholz at IBM coined the term "byte" in 1956 during the design of the IBM 7030 Stretch supercomputer:

Original definition (1956):

"Byte": A group of bits processed as a unit (size could be 1-6 bits)
Etymology: Intentional misspelling of "bite" to avoid confusion with "bit"
Variable-length design: Different instructions operated on different byte sizes

IBM Stretch (1961 delivery):

64-bit words with variable byte boundaries
Supported 1-bit, 2-bit, 3-bit, 4-bit, 5-bit, and 6-bit bytes
Byte addressing: Could address individual bytes within a word
Revolutionary concept: Allowed character manipulation at sub-word level

Why variable length?

Flexibility for different data types (Boolean: 1 bit, BCD digit: 4 bits, character: 6 bits)
Efficient packing of diverse data
But: Complex to program, hardware overhead for variable-length logic

Impact: The Stretch introduced byte-addressable memory (addressing individual character positions), setting the stage for modern byte-oriented architectures, but its variable-length bytes proved too complex for widespread adoption.

The 8-Bit Revolution: IBM System/360 (1964)

The IBM System/360 (announced April 7, 1964) standardized the 8-bit byte and changed computing forever:

Design goals of System/360:

Compatibility: Single software should run on entire range of computers (small to large)
Scalability: From business data processing to scientific computing
Future-proof: Support growing character sets beyond 64 characters

Why IBM chose 8 bits:

1. Extended character set requirement:

6-bit allowed only 64 characters (A-Z, 0-9, limited punctuation)
Business computing needed: uppercase, lowercase, accented letters, more symbols
8 bits = 256 characters (ample room for international characters)

2. ASCII alignment:

ASCII (developed 1963, standardized 1968) used 7 bits (128 characters)
8th bit available for parity checking or future expansion
Perfect fit for text processing

3. Hexadecimal simplicity:

8 bits = 2 hex digits (programmers loved this for debugging)
Memory dumps easily readable: 0x41 = 'A', 0xFF = 255

4. Power-of-2 efficiency:

256 values aligned with binary nature of computers
Efficient for addressing, indexing, and arithmetic

System/360 specifications (1964):

Byte: Exactly 8 bits, addressable
Halfword: 16 bits = 2 bytes
Word: 32 bits = 4 bytes
Doubleword: 64 bits = 8 bytes
EBCDIC encoding: 8-bit character set (Extended Binary Coded Decimal Interchange Code), IBM's alternative to ASCII

Revolutionary impact:

First time entire computer family used identical data format
Software written for small System/360 ran on large System/360 (scalability)
Industry followed IBM: 8-bit byte became de facto standard
Byte-addressable memory became universal (instead of word-addressable)

Competing Standards and Consolidation (1965-1975)

Despite IBM's dominance, other architectures persisted temporarily:

Digital Equipment Corporation (DEC):

PDP-6 (1964): 36-bit words, 6-bit or 9-bit bytes
PDP-10 (1966): 36-bit words, supported variable byte sizes
PDP-11 (1970): Adopted 8-bit bytes, 16-bit words—hugely successful, validated 8-bit standard

Control Data Corporation (CDC):

CDC 6600 (1964): 60-bit words, no explicit bytes (6-bit or 10-bit character modes)
Optimized for scientific computing, not commercial data processing

Burroughs, UNIVAC, Honeywell:

Various word sizes (48-bit, 36-bit), gradually migrated to 8-bit byte compatibility in 1970s

Why 8-bit won:

IBM market dominance: System/360 captured 70% of mainframe market by 1970
Software portability: Businesses demanded compatibility with IBM
ASCII adoption: U.S. government mandated ASCII (7-bit, extended to 8-bit) in 1968
Microprocessor era: Intel 8008 (1972) and 8080 (1974) used 8-bit bytes, cementing standard

Microprocessor Era: 8-Bit Bytes Go Mainstream (1971-1985)

The advent of microprocessors embedded the 8-bit byte into consumer electronics:

Intel 4004 (1971): 4-bit microprocessor (nibble, half-byte)

Intel 8008 (1972): First 8-bit microprocessor

8-bit data bus, 8-bit registers
Byte-addressable memory (16 KB max)
Used in early terminals and control systems

Intel 8080 (1974): Improved 8-bit processor

Powered Altair 8800 (1975), first personal computer kit
CP/M operating system (1974) used 8-bit bytes for file systems

Zilog Z80 (1976): Enhanced 8080 clone

Used in TRS-80, Sinclair ZX Spectrum, Game Boy
Standardized 8-bit byte in consumer electronics

MOS Technology 6502 (1975): 8-bit processor

Powered Apple II (1977), Commodore 64 (1982), NES (1983)
Made 8-bit byte universal in home computing

Motorola 6800 (1974) and 68000 (1979):

8-bit and 16-bit processors with 8-bit byte addressing
Used in early Macintosh, Atari ST, Sega Genesis

Impact:

By 1980, 8-bit byte was universal in personal computers
All programming languages (C, BASIC, Pascal) assumed 8-bit bytes
File formats, disk storage, and memory all standardized on bytes

Formalization and Modern Era (1990s-Present)

IEC 60027-2 Standard (1993, revised 2000):

International Electrotechnical Commission formally defined "octet" = exactly 8 bits
Reserved "byte" for historical/ambiguous use, but "octet" never caught on colloquially
Introduced binary prefixes: KiB, MiB, GiB, TiB (to distinguish from decimal KB, MB, GB, TB)

ISO/IEC 80000-13:2008:

Reaffirmed 8-bit byte standard
Clarified decimal vs. binary prefixes (kilo = 1000, kibi = 1024)

Modern developments:

64-bit computing (2000s): Processors still use 8-bit bytes, but operate on 64-bit words (8 bytes)
Big data era (2010s): Petabytes (10¹⁵ bytes), exabytes (10¹⁸ bytes), zettabytes (10²¹ bytes)
Cloud storage: Amazon S3, Google Cloud, Azure—all measure storage in bytes
Data transfer protocols: HTTP, TCP/IP, USB, Ethernet—all byte-oriented

Current state (2020s):

8-bit byte is universal across all platforms (x86, ARM, RISC-V, etc.)
Modern SSDs: 1-4 TB consumer drives (1-4 trillion bytes)
RAM: 8-128 GB typical (8-128 billion bytes)
Internet traffic: Exabytes per month globally (quintillions of bytes)
No competing byte sizes—8 bits is permanent standard

The prefix 'tebi-' (representing 240) was defined by the IEC in 1998 along with other binary prefixes (kibi-, mebi-, gibi-, pebi-, etc.). This standardization aimed to eliminate the confusion caused by using SI prefixes (like kilo-, mega-, giga-, tera-) to denote both powers of 1000 (decimal) and powers of 1024 (binary) in computing contexts, which became particularly problematic for larger quantities like terabytes vs. tebibytes. The term 'tebibit' specifically refers to the 240 multiple of bits.

Common Uses and Applications: bytes vs tebibits

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

Common Uses for bytes

1. Computer Memory (RAM)

Random Access Memory (RAM) capacity is measured in gigabytes:

Typical RAM sizes (2024):

Smartphones: 4-12 GB RAM
- Budget phones: 4-6 GB
- Flagship phones: 8-16 GB (Samsung Galaxy S24: 12 GB)
Laptops: 8-32 GB RAM
- Budget: 8 GB (sufficient for web browsing, office)
- Mid-range: 16 GB (recommended for multitasking)
- Performance: 32 GB (content creation, gaming)
Desktops: 16-128 GB RAM
- Gaming: 16-32 GB
- Workstation (video editing, CAD): 64-128 GB
Servers: 128 GB - 2 TB RAM
- Enterprise database servers: 512 GB - 1 TB common

Why RAM size matters:

Each running program consumes RAM (bytes of memory)
Modern OS reserves 2-4 GB just for itself
Web browser: 500 MB - 2 GB (multiple tabs can use 8+ GB)
Video editing (4K): Requires 32+ GB for smooth performance
Insufficient RAM → slow performance (system swaps data to slower storage)

RAM speed (data transfer rate):

DDR4-3200: Transfers 3,200 megatransfers/sec = ~25 GB/s (25 billion bytes/second)
DDR5-4800: ~38 GB/s
Faster RAM = more bytes moved per second = better performance

2. Storage Capacity (SSD, HDD, Cloud)

Solid State Drives (SSD):

Laptop/desktop (2024): 512 GB - 2 TB typical
- 256 GB: Minimum for modern OS + applications
- 512 GB: Comfortable for most users
- 1 TB: Recommended for gaming, photography
- 2 TB+: Content creators, large media libraries

Hard Disk Drives (HDD):

Desktop/NAS: 1-20 TB (cheaper per byte than SSD, but slower)
Enterprise drives: Up to 24 TB (2024)
Usage: Bulk storage (videos, backups, archives)

Cloud storage pricing (per byte cost):

Google Drive: $1.99/month for 100 GB = ~$0.02 per GB per month
Dropbox: $9.99/month for 2 TB = ~$0.005 per GB per month
Amazon S3 (enterprise): $0.023 per GB per month (first 50 TB)
Economies of scale: Cost per byte decreases massively at petabyte scale

Storage trends:

SSD capacity doubling every ~2 years
Price per GB declining: $0.10/GB (2024) vs. $1/GB (2010)

3. File Sizes and Formats

Text and documents:

Plain text (.txt): ~1 byte per character (ASCII/UTF-8 for English)
- 10,000-word essay: ~60,000 characters = ~60 KB
Microsoft Word (.docx): ~10-50 KB base + embedded images
- 50-page thesis with images: 5-20 MB
PDF: Highly variable
- Text-only: ~20-50 KB per page
- With images: 100-500 KB per page

Images:

JPEG (lossy compression): 5-15 bits per pixel compressed
- 12 MP photo: 4000×3000 = 12 million pixels = 5-10 MB typical
PNG (lossless): Larger than JPEG, varies by complexity
- Screenshot (1920×1080): 200 KB - 2 MB
GIF (animated): 256 colors max, 500 KB - 5 MB for short animations
RAW (uncompressed camera): 20-50 MB per photo (professional photography)

Audio:

MP3 (lossy): 128-320 kbps (kilobits per second)
- 128 kbps × 3 minutes = 128,000 bits/sec × 180 sec = 23,040,000 bits = 2.88 MB
- 320 kbps × 3 min = 7.2 MB
AAC (Apple, similar to MP3): 128-256 kbps
FLAC (lossless): 700-1,000 kbps = 20-30 MB for 3-minute song
WAV (uncompressed, CD quality): 1,411 kbps = ~30 MB for 3 minutes

Video:

1080p (Full HD): 3-8 Mbps compressed (megabits per second) = 0.375-1 MB/s (megabytes)
- 2-hour movie: 3-8 GB
4K (2160p): 15-25 Mbps = 1.875-3.125 MB/s
- 2-hour movie: 15-25 GB
8K: 50-100+ Mbps = 6.25-12.5+ MB/s (rarely used yet)

4. Data Transfer Rates

Internet speeds (bits vs. bytes):

Important: Internet Service Providers (ISPs) advertise speeds in megabits per second (Mbps), not megabytes per second (MB/s).

Conversion: Divide Mbps by 8 to get MB/s

Common internet speeds:

25 Mbps (basic broadband): 25 ÷ 8 = 3.125 MB/s (3.125 million bytes/second)
- Downloads 1 GB file in: 1,000 MB ÷ 3.125 MB/s = ~320 seconds = 5 minutes
100 Mbps (standard cable/fiber): 100 ÷ 8 = 12.5 MB/s
- Downloads 1 GB in: ~80 seconds = 1.3 minutes
1 Gbps (gigabit fiber): 1,000 Mbps ÷ 8 = 125 MB/s
- Downloads 1 GB in: ~8 seconds

Upload speeds (often slower):

Cable internet: 10-50 Mbps upload (1.25-6.25 MB/s)
Fiber (symmetric): Upload = download speed

Physical media transfer rates:

USB 2.0: 480 Mbps theoretical = 60 MB/s max (real-world: ~30 MB/s)
USB 3.0 (3.2 Gen 1): 5 Gbps = 625 MB/s max (real-world: ~400 MB/s)
USB 3.1 (3.2 Gen 2): 10 Gbps = 1,250 MB/s (1.25 GB/s)
USB 4 / Thunderbolt 3: 40 Gbps = 5 GB/s
SATA SSD: ~550 MB/s read/write
NVMe SSD (PCIe 4.0): 7,000+ MB/s = 7 GB/s

Practical impact:

Transferring 100 GB video project:
- USB 2.0: 100 GB ÷ 0.03 GB/s = ~3,333 seconds = 55 minutes
- USB 3.0: 100 GB ÷ 0.4 GB/s = ~250 seconds = 4 minutes
- NVMe SSD: 100 GB ÷ 7 GB/s = ~14 seconds

5. Image and Video Resolution

Image resolution (pixels × bytes per pixel):

RGB color image (24-bit color = 3 bytes per pixel):

1920×1080 (Full HD): 2,073,600 pixels × 3 bytes = 6.2 MB uncompressed
- JPEG compressed: 500 KB - 2 MB (compression ratio 3:1 to 12:1)
3840×2160 (4K): 8,294,400 pixels × 3 bytes = 24.9 MB uncompressed
- JPEG compressed: 2-8 MB
7680×4320 (8K): 33,177,600 pixels × 3 bytes = 99.5 MB uncompressed

Smartphone photo (12 MP = 4000×3000):

Uncompressed: 12 million pixels × 3 bytes = 36 MB
JPEG (compressed): 5-10 MB (compression ratio ~4:1)

Video bitrate (bytes per second):

YouTube 1080p: ~8 Mbps = 1 MB/s
- 10-minute video: 1 MB/s × 600 sec = 600 MB
Netflix 4K: ~25 Mbps = 3.125 MB/s
- 2-hour movie: 3.125 MB/s × 7,200 sec = 22.5 GB

Frame rate impact:

1080p @ 30 fps: ~5 Mbps
1080p @ 60 fps: ~8-10 Mbps (higher frame rate = more bytes)

6. Database and Big Data

Database sizes:

Relational databases (SQL):

Small business (e-commerce): 10-100 GB
- Customer records, orders, inventory
Enterprise CRM (Salesforce, SAP): 1-10 TB
- Millions of customer interactions
Banking/finance: 10-100+ TB
- Transaction history, account data

NoSQL/Big Data:

Social media (Facebook, Twitter): Petabytes
- User profiles, posts, relationships, media
E-commerce (Amazon): Petabytes
- Product catalog, user behavior, recommendations

Data growth rates:

Typical enterprise database: Grows 20-40% per year
Social media: Can grow 1+ TB per day

Data types and byte consumption:

Integer (32-bit): 4 bytes (range: -2 billion to +2 billion)
Long integer (64-bit): 8 bytes
Float (32-bit): 4 bytes (decimal numbers)
Double (64-bit): 8 bytes (higher precision decimals)
Timestamp: 8 bytes (date + time to microsecond)
VARCHAR(255): Up to 255 bytes + 1-2 byte length prefix

Example: 1 million user records

Each record: 500 bytes average (name, email, password hash, timestamps)
Total: 1,000,000 × 500 bytes = 500 MB
With indexes (for fast lookup): ×1.5-2 = 750 MB - 1 GB

7. Programming and Data Structures

Primitive data types (bytes in memory):

C/C++, Java, C#:

char: 1 byte (8-bit integer, or single character in ASCII)
short: 2 bytes (16-bit integer: -32,768 to +32,767)
int: 4 bytes (32-bit: -2.1 billion to +2.1 billion)
long: 8 bytes (64-bit: huge range)
float: 4 bytes (32-bit floating-point)
double: 8 bytes (64-bit floating-point, more precision)
bool: 1 byte (only needs 1 bit, but 7 bits wasted due to byte addressing)

Pointers/references:

32-bit system: Pointer = 4 bytes (can address 4 GB max)
64-bit system: Pointer = 8 bytes (can address 16 exabytes theoretically)

Data structures memory usage:

Array of 1,000 integers:

1,000 × 4 bytes = 4,000 bytes = 4 KB

String "Hello, World!":

ASCII: 13 characters × 1 byte = 13 bytes (+ null terminator = 14 bytes in C)
UTF-16 (Java, JavaScript): 13 × 2 bytes = 26 bytes

Linked list node (integer data + pointer):

Data: 4 bytes (int)
Next pointer: 8 bytes (64-bit system)
Total: 12 bytes per node (+ overhead from memory allocator)

Object overhead (Java, Python):

Empty Python object: ~16-24 bytes overhead (metadata, type info, reference count)
Empty Java object: ~8-16 bytes overhead (object header)
Impact: 1 million small objects can consume 100+ MB just in overhead

When to Use tebibits

Tebibits are used in contexts dealing with large amounts of data where binary precision is important:

Specifying the capacity of large memory modules (RAM), solid-state drives (SSDs), or storage systems in technical documentation where sizes are based on powers of 2 at the bit level.
Calculations in computer architecture, data storage design, and network engineering involving large binary data structures.
Theoretical calculations in computer science, information theory, and high-speed data transmission analysis.
Ensuring accuracy when comparing binary (Tib) and decimal (Tb) data quantities, especially in storage capacity planning or analyzing network throughput versus actual data stored. While terabits (Tb) are common for network speeds (Tbps), tebibits provide precision for binary-based storage or memory calculations.

Additional Unit Information

About Byte (B)

How many bits are in a byte?

Exactly 8 bits = 1 byte by the modern standard definition.

Each bit is a binary digit (0 or 1), so 1 byte can represent 2^8 = 256 distinct values (from 0 to 255 in unsigned representation, or -128 to +127 in signed representation).

Historical context: Early computers (1950s-1960s) used varying byte sizes:

6-bit bytes (64 values)
7-bit bytes (128 values, for early ASCII)
9-bit bytes (some mainframes)

Modern standard (1964-present):

8 bits = 1 byte universally across all computers, operating systems, and programming languages
Standardized by IBM System/360 (1964) and formalized by IEC as an "octet"

Binary representation:

1 byte = 8 positions: [bit 7][bit 6][bit 5][bit 4][bit 3][bit 2][bit 1][bit 0]
Example: 01001001 = decimal 73 = ASCII character 'I'

What's the difference between a bit (b) and a byte (B)?

Bit (b):

Smallest unit of digital information: single binary digit (0 or 1)
Symbol: Lowercase 'b'
Used for: Data transfer rates (Mbps, Gbps)

Byte (B):

Group of 8 bits (fundamental addressable unit in computers)
Symbol: Uppercase 'B'
Used for: File sizes, storage capacity, memory (KB, MB, GB, TB)

Key relationship: 1 Byte = 8 bits

Practical differences:

Internet speed:

Advertised as Mbps (megabits per second), not MB/s
"100 Mbps" connection = 100 ÷ 8 = 12.5 MB/s (megabytes per second) actual download speed

File sizes:

Always measured in Bytes (B): MB, GB, TB
Never in bits (would be confusing: no one says "this photo is 80 million bits")

Why the distinction exists:

Historical: Early telecommunications used bits (telegraph, modems)
Bytes emerged later as computer memory/storage unit
Industry inertia: ISPs still advertise in bits (makes speeds sound 8× bigger!)

Memory trick:

Little 'b' = little bit (smaller)
Big 'B' = Big Byte (8× larger)

How many values can a byte represent?

A byte can represent 2^8 = 256 distinct values.

Unsigned interpretation (0 to 255):

Minimum: 00000000 binary = 0 decimal
Maximum: 11111111 binary = 255 decimal
Total: 256 possible values (0 through 255)

Signed interpretation (-128 to +127):

Uses "two's complement" representation
Minimum: 10000000 binary = -128 decimal
Maximum: 01111111 binary = +127 decimal
Zero: 00000000 = 0
Total: Still 256 possible values (-128 through +127)

Practical uses of 256 values:

1. ASCII characters:

Extended ASCII uses 0-255 to represent letters, digits, punctuation, control codes
Example: 'A' = 65, 'a' = 97, '0' = 48

2. RGB color components:

Red: 0-255 (1 byte)
Green: 0-255 (1 byte)
Blue: 0-255 (1 byte)
Total colors: 256 × 256 × 256 = 16,777,216 colors (24-bit "true color")

3. Grayscale images:

0 = pure black
255 = pure white
1-254 = 254 shades of gray

4. Small integers:

Age (0-255 years): 1 byte sufficient
Volume level (0-255): Common in audio mixers
Percentage × 2.55 (0-100% mapped to 0-255)

Why 256? Power of 2 (2^8) aligns perfectly with binary computers. Each bit doubles the possibilities: 1 bit = 2 values, 2 bits = 4 values, ..., 8 bits = 256 values.

Why is it called a byte and not something else?

The term "byte" was coined by Werner Buchholz at IBM in 1956 during the design of the IBM Stretch supercomputer.

Etymology:

Intentional misspelling of "bite" (a small amount)
The 'y' was inserted to avoid accidental transcription errors or confusion with "bit"
Original pronunciation: "bite" (rhymes with "kite")

Original meaning (1956):

A byte was a group of bits treated as a single unit
Size varied depending on data type (1-6 bits in Stretch)
Smallest addressable unit of memory

Evolution to 8 bits:

IBM System/360 (1964) standardized byte = 8 bits exactly
This definition became universal across computing
Alternative term: "octet" (meaning 8, from Latin "octo") used in international standards (IEC), but "byte" dominates in practice

Why not other names?

"Octet" is technically more precise (always 8 bits), but "byte" was already entrenched by 1960s
Some early alternatives existed but didn't stick:
- "Slab" (used at IBM briefly)
- "Catena" (chain of bits)
- "Syllable" (group of bits forming unit)

Modern usage:

"Byte" is universal: All programming languages (C, Java, Python), operating systems (Windows, Linux, macOS), and documentation use "byte"
"Octet" appears in networking standards (TCP/IP RFCs) and international telecom, but even there "byte" is understood

How do I convert megabits to megabytes?

Divide megabits (Mb) by 8 to get megabytes (MB).

Formula: MB = Mb ÷ 8

Examples:

100 megabits (Mb) ÷ 8 = 12.5 megabytes (MB)
1,000 megabits (1 gigabit, Gb) ÷ 8 = 125 megabytes (MB)
8 megabits ÷ 8 = 1 megabyte

Reverse conversion (megabytes to megabits): Multiply by 8

Formula: Mb = MB × 8

Examples:

10 megabytes (MB) × 8 = 80 megabits (Mb)
125 megabytes × 8 = 1,000 megabits (1 gigabit)

Practical application: Internet speed to download speed

Internet advertised speed:

"100 Mbps" (megabits per second)
Actual download speed: 100 Mbps ÷ 8 = 12.5 MB/s (megabytes per second)

How long to download 1 GB file?

1 GB = 1,000 MB
100 Mbps connection = 12.5 MB/s
Time: 1,000 MB ÷ 12.5 MB/s = 80 seconds (~1.3 minutes)

Why this matters:

ISPs advertise in megabits (sounds bigger: "100 Mbps" > "12.5 MB/s")
File sizes shown in megabytes (browsers, download managers)
You must divide by 8 to match units

Quick reference:

10 Mbps = 1.25 MB/s
25 Mbps = 3.125 MB/s
50 Mbps = 6.25 MB/s
100 Mbps = 12.5 MB/s
200 Mbps = 25 MB/s
1 Gbps (1,000 Mbps) = 125 MB/s

Why does my 1 TB drive show as 931 GB?

You got all 1 trillion bytes—it's just measured differently.

Explanation:

Storage manufacturer definition (decimal, base-10):

1 TB = 1,000 GB = 1,000,000 MB = 1,000,000,000,000 bytes (exactly 1 trillion)
Uses powers of 1,000 (10³, 10⁶, 10⁹, 10¹²)

Operating system calculation (binary, base-2):

Windows/macOS calculate using powers of 1,024 (2¹⁰, 2²⁰, 2³⁰, 2⁴⁰)
1,000,000,000,000 bytes ÷ 1,024 ÷ 1,024 ÷ 1,024 = 931.32 GiB (gibibytes)
But displays as "931 GB" (using GB label incorrectly for GiB value)

The math:

1 trillion bytes ÷ (1,024³) = 1,000,000,000,000 ÷ 1,073,741,824 = 931.32
Difference: ~7% for GB, ~10% for TB

Why manufacturers use decimal:

Simplicity: Matches metric system (kilo = 1,000, mega = 1,000,000)
Historical: Storage always used decimal (disks measured in thousands of sectors)
Marketing: Larger numbers (1,000 GB sounds better than 931 GiB)

Why OS uses binary:

Computer hardware is binary (powers of 2: 2¹⁰, 2²⁰, etc.)
Memory addressing uses binary boundaries (1,024, not 1,000)
Legacy: Before IEC standardized "gibibyte," everyone misused "gigabyte" for 1,024³

Technically correct terminology:

Manufacturer: 1 TB (decimal terabyte) = 1,000,000,000,000 bytes ✓
OS should show: 931.32 GiB (gibibytes, binary) ✓
OS actually shows: 931 GB (incorrect label, should say GiB) ❌

You didn't lose storage—it's all there: Every one of those 1 trillion bytes is usable. It's purely a measurement system difference, like kilometers vs. miles.

Similar examples:

500 GB drive → shows as ~465 GB (actually 465 GiB)
2 TB drive → shows as ~1.81 TB (actually 1.81 TiB)
64 GB USB → shows as ~59 GB (actually 59.6 GiB)

How much storage do I need for photos and videos?

Storage requirements depend on resolution and format:

Photos (JPEG compressed):

Smartphone photos:

8 MP (megapixels): 2-4 MB per photo
12 MP (modern phones): 5-10 MB per photo
48 MP (flagship phones): 10-15 MB per photo

DSLR/Mirrorless cameras:

12-24 MP (JPEG): 5-15 MB per photo
RAW format (uncompressed): 20-50 MB per photo (professional photographers)

Storage calculation:

1 GB = ~200 smartphone photos (5 MB each)
10 GB = ~2,000 photos
100 GB = ~20,000 photos
1 TB = ~200,000 smartphone photos

Videos (compressed):

Smartphone video:

1080p (Full HD) @ 30 fps: ~130 MB per minute = ~7.8 GB per hour
1080p @ 60 fps: ~200 MB per minute = ~12 GB per hour
4K @ 30 fps: ~350 MB per minute = ~21 GB per hour
4K @ 60 fps: ~400-500 MB per minute = ~25-30 GB per hour

Action camera (GoPro):

4K @ 60 fps: ~30-40 GB per hour

Professional video (uncompressed/ProRes):

4K ProRes: 200-300 GB per hour

Storage calculation:

10 GB = ~1 hour of 1080p smartphone video
100 GB = ~5 hours of 4K video
1 TB = ~50 hours of 4K video or ~130 hours of 1080p

Recommendations by use case:

Casual user (photos + occasional video):

64-128 GB: Sufficient if regularly backing up to cloud
256 GB: Comfortable for 1-2 years before cleanup

Photography enthusiast:

512 GB - 1 TB: Several thousand photos, room for editing
External drive: 2-4 TB for long-term archive

Videographer / Content creator:

1-2 TB internal storage (active projects)
8-20 TB external/NAS (archive)
4K video fills storage fast!

Professional photographer:

2-4 TB working drive
10-50 TB archive (RAW files accumulate)
Redundant backup (RAID, cloud)

What's the difference between MB and MiB?

MB (megabyte, decimal) and MiB (mebibyte, binary) are different units for measuring data size.

MB (Megabyte) - Decimal/SI:

1 MB = 1,000,000 bytes exactly (10⁶)
Based on powers of 1,000 (like metric system: kilo = 1,000, mega = 1,000,000)
Used by: Storage manufacturers (HDD, SSD, USB drives), internet speeds, file sizes

MiB (Mebibyte) - Binary:

1 MiB = 1,048,576 bytes exactly (2²⁰ = 1,024 × 1,024)
Based on powers of 1,024 (binary: 2¹⁰, 2²⁰, 2³⁰)
Used by: Operating systems (Linux accurately, Windows mislabels as "MB"), RAM

Size difference:

1 MiB = 1,048,576 bytes
1 MB = 1,000,000 bytes
Difference: 4.86% (MiB is ~5% larger)

All binary prefixes (IEC standard, 1998):

KiB (kibibyte) = 1,024 bytes
MiB (mebibyte) = 1,024² = 1,048,576 bytes
GiB (gibibyte) = 1,024³ = 1,073,741,824 bytes
TiB (tebibyte) = 1,024⁴ = 1,099,511,627,776 bytes

Pronunciation:

MiB = "MEB-ee-byte" or "MEG-a-binary-byte"
GiB = "GIB-ee-byte" or "GIG-a-binary-byte"

Why two systems?

Decimal (MB): Matches metric system, easier for humans (1,000 is rounder than 1,024)
Binary (MiB): Matches computer architecture (memory addresses are powers of 2)

The confusion:

Historically, "MB" was used for both meanings (sloppy)
IEC created "-bi-" prefixes (KiB, MiB, GiB) in 1998 to clarify
Windows still mislabels: Shows "GB" but means "GiB"
Linux tools (e.g., df, du) increasingly use correct MiB/GiB labels

Practical impact:

8 GB RAM stick: Actually 8 GiB = 8,589,934,592 bytes (not 8,000,000,000)
1 TB hard drive: Exactly 1,000,000,000,000 bytes (decimal), shown as 931 GiB by OS

Which should you use?

Technically correct: MiB/GiB when referring to memory, binary quantities
Common practice: MB/GB understood colloquially, context determines meaning
Storage advertising: Always decimal (MB, GB, TB)

How many bytes in a kilobyte, megabyte, gigabyte?

Depends on whether you use decimal (storage manufacturers) or binary (computer science) definitions:

Decimal (SI units, powers of 1,000):

1 kilobyte (KB) = 1,000 bytes (10³)
1 megabyte (MB) = 1,000,000 bytes (10⁶)
1 gigabyte (GB) = 1,000,000,000 bytes (10⁹)
1 terabyte (TB) = 1,000,000,000,000 bytes (10¹²)

Binary (IEC units, powers of 1,024):

1 kibibyte (KiB) = 1,024 bytes (2¹⁰)
1 mebibyte (MiB) = 1,048,576 bytes (2²⁰ = 1,024²)
1 gibibyte (GiB) = 1,073,741,824 bytes (2³⁰ = 1,024³)
1 tebibyte (TiB) = 1,099,511,627,776 bytes (2⁴⁰ = 1,024⁴)

Comparison table:

| Unit | Decimal (Storage) | Binary (Computer) | Difference | |------|-------------------|-------------------|------------| | Kilo/Kibi | 1,000 B | 1,024 B | 2.4% | | Mega/Mebi | 1,000,000 B | 1,048,576 B | 4.9% | | Giga/Gibi | 1,000,000,000 B | 1,073,741,824 B | 7.4% | | Tera/Tebi | 1,000,000,000,000 B | 1,099,511,627,776 B | 9.95% (~10%) |

Which to use?

Hard drives, SSDs, USB drives: Manufacturers use decimal (KB, MB, GB, TB)
RAM: Always binary (though often mislabeled as "GB" instead of "GiB")
Operating systems: Calculate in binary (1,024-based) but often mislabel as decimal units

Historical note: Before 1998, "kilobyte" was ambiguous (sometimes 1,000, sometimes 1,024). IEC created the "-bi-" prefixes (kibi, mebi, gibi) to eliminate confusion, but adoption has been slow. Most people still say "gigabyte" when they technically mean "gibibyte."

Does file compression save bytes?

Yes—file compression reduces the number of bytes required to store data, often dramatically.

How compression works:

Finds repeating patterns in data
Replaces repetitions with shorter references
Lossless: Original data perfectly reconstructed (ZIP, PNG, FLAC)
Lossy: Some data discarded to save more space (JPEG, MP3, H.264 video)

Lossless compression (no data loss):

Text files:

Plain text (.txt): 50-70% compression typical
Example: 1 MB text file → 300-500 KB compressed (ZIP)
Best for: Documents, code, data files

Images (lossless):

PNG: 10-50% compression vs. BMP (uncompressed)
Example: 10 MB BMP screenshot → 2-3 MB PNG

Audio (lossless):

FLAC: 40-60% compression vs. WAV
Example: 30 MB WAV song → 15-20 MB FLAC (identical quality)

Lossy compression (discards some data):

Images (lossy):

JPEG: 90-95% compression vs. uncompressed
Example: 36 MB uncompressed photo → 5 MB JPEG (high quality) or 1 MB (medium quality)
Tradeoff: Smaller size, but quality loss (artifacts, blurriness)

Audio (lossy):

MP3 (128 kbps): ~90% compression vs. CD quality WAV
Example: 30 MB WAV → 3 MB MP3
Tradeoff: Smaller, but loses high frequencies (most people don't notice)

Video (lossy):

H.264/H.265: 95-99% compression vs. uncompressed
Example: 500 GB uncompressed 1080p movie → 4-8 GB compressed
Tradeoff: Smaller, but encoding artifacts in fast motion

Already-compressed files:

ZIP a JPEG: Minimal savings (~5% at best)
ZIP an MP3: Almost no savings
ZIP a PNG: Little benefit (PNG already compressed)
Compressing compressed data doesn't help!

Practical storage savings:

Documents (ZIP): Save 50-70% space
Photo library (JPEG vs. RAW): Save 70-85% space
Music collection (MP3 vs. FLAC): Save 40-60% space (lossy vs. lossless)
Backups (compressed): Save 30-60% space

Cloud storage example:

100 GB photo library (RAW): Costs $2/month
Compress to JPEG: ~20 GB → Costs $0.40/month
Save ~80% on storage costs (but lose editing flexibility)

Bottom line: Compression significantly reduces bytes needed, saving storage space and transfer time—but lossy compression sacrifices quality.

About Tebibit (Tib)

How many bits are in a tebibit?

There are exactly 240 bits in 1 tebibit (Tib). This equals 1,099,511,627,776 bits.

How many gibibits (Gib) are in a tebibit (Tib)?

There are 1,024 gibibits (Gib) in 1 tebibit (Tib). This is because 1 Tib = 240 bits and 1 Gib = 230 bits, and 240 / 230 = 210 = 1,024.

What is the difference between a tebibit (Tib) and a terabit (Tb)?

A tebibit (Tib) represents 240 bits (1,099,511,627,776 bits), using the binary prefix 'tebi-'.
A terabit (Tb) represents 1012 bits (1,000,000,000,000 bits), using the decimal prefix 'tera-'. A tebibit is approximately 9.95% larger than a terabit (1 Tib ≈ 1.0995 Tb).

What is the difference between a tebibit (Tib) and a tebibyte (TiB)?

A tebibit (Tib) measures information in bits, while a tebibyte (TiB) measures information in bytes. Assuming the standard 1 byte = 8 bits, 1 tebibyte (TiB) is equal to 8 tebibits (Tib). Both use the binary prefix 'tebi-' (240).

Conversion Table: Byte to Tebibit

Byte (B)	Tebibit (Tib)
0.5	0
1	0
1.5	0
2	0
5	0
10	0
25	0
50	0
100	0
250	0
500	0
1,000	0

How do I convert Byte to Tebibit?

To convert Byte to Tebibit, enter the value in Byte in the calculator above. The conversion will happen automatically. Use our free online converter for instant and accurate results. You can also visit our data storage converter page to convert between other units in this category.

Learn more →

What is the conversion factor from Byte to Tebibit?

The conversion factor depends on the specific relationship between Byte and Tebibit. You can find the exact conversion formula and factor on this page. Our calculator handles all calculations automatically. See the conversion table above for common values.

Can I convert Tebibit back to Byte?

Yes! You can easily convert Tebibit back to Byte by using the swap button (⇌) in the calculator above, or by visiting our Tebibit to Byte converter page. You can also explore other data storage conversions on our category page.

Learn more →

What are common uses for Byte and Tebibit?

Byte and Tebibit are both standard units used in data storage measurements. They are commonly used in various applications including engineering, construction, cooking, and scientific research. Browse our data storage converter for more conversion options.

For more data storage conversion questions, visit our FAQ page or explore our conversion guides.

Helpful Conversion Guides

Learn more about unit conversion with our comprehensive guides:

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 Exbibit 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 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

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Verified Against Authority Standards

All conversion formulas have been verified against international standards and authoritative sources to ensure maximum accuracy and reliability.

IEC 80000-13

International Electrotechnical Commission — Binary prefixes for digital storage (KiB, MiB, GiB)

ISO/IEC 80000

International Organization for Standardization — International standards for quantities and units

Last verified: December 3, 2025

Byte to Tebibit Converter

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Byte to Tebibit Calculator

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How to Convert Byte to Tebibit: Step-by-Step Guide

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Example Calculation:

What is a Byte and a Tebibit?

What is a Byte?

Byte as the Universal Data Unit

Binary (Powers of 2) vs. Decimal (Powers of 10) Multiples

Byte and Character Encoding

Why 8 Bits?

History of the Byte and Tebibit

Pre-Byte Era: Variable Word Sizes (1940s-1950s)

Birth of the Byte: IBM Stretch (1956-1959)

The 8-Bit Revolution: IBM System/360 (1964)

Competing Standards and Consolidation (1965-1975)

Microprocessor Era: 8-Bit Bytes Go Mainstream (1971-1985)

Formalization and Modern Era (1990s-Present)

Common Uses and Applications: bytes vs tebibits

Common Uses for bytes

1. Computer Memory (RAM)

2. Storage Capacity (SSD, HDD, Cloud)

3. File Sizes and Formats

4. Data Transfer Rates

5. Image and Video Resolution

6. Database and Big Data

7. Programming and Data Structures

When to Use tebibits

Additional Unit Information

About Byte (B)

How many bits are in a byte?

What's the difference between a bit (b) and a byte (B)?

How many values can a byte represent?

Why is it called a byte and not something else?

How do I convert megabits to megabytes?

Why does my 1 TB drive show as 931 GB?

How much storage do I need for photos and videos?

What's the difference between MB and MiB?

How many bytes in a kilobyte, megabyte, gigabyte?

Does file compression save bytes?

About Tebibit (Tib)

How many bits are in a tebibit?

How many gibibits (Gib) are in a tebibit (Tib)?

What is the difference between a tebibit (Tib) and a terabit (Tb)?

What is the difference between a tebibit (Tib) and a tebibyte (TiB)?

Conversion Table: Byte to Tebibit

People Also Ask

How do I convert Byte to Tebibit?

What is the conversion factor from Byte to Tebibit?

Can I convert Tebibit back to Byte?

What are common uses for Byte and Tebibit?

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