±

Plus-Minus Sign

ASCII Code: 177Category: symbols

The plus-minus symbol (±) indicates mathematical uncertainty, measurement tolerance, and dual solutions, essential for scientific accuracy and statistical analysis.

Technical Details

ASCII Code
177
HTML Entity
±
Hexadecimal
0xB1
Binary
10110001
Octal
261

Usage & Examples

Programming

char symbol = '±'; // ASCII 177

HTML/Web

± or ±

Common Uses

plusminusmath

How to Type This Character

Windows

Alt Code:
Hold Alt and type177 on numeric keypad
Character Map:
Search "Character Map" in Start menu

Mac

Character Viewer:
Press Ctrl +Cmd +Space
Copy & Paste:
Easiest method - copy from this page!

💡 Pro tip: The fastest way is to bookmark this page or copy the character from our ASCII library!

About the Plus-Minus Sign

Measurement Uncertainty

Critical for expressing precision limits in scientific measurements, manufacturing tolerances, and quality control. The symbol enables accurate communication of acceptable variation ranges in engineering and research contexts.

Statistical Applications

Essential for confidence intervals, margin of error, and standard deviation notation in statistics. Appears in polling data, scientific studies, and quality assurance where uncertainty quantification is crucial.

Mathematical Solutions

Indicates dual solutions in quadratic equations (x = -b ± √(b²-4ac)/2a) and other mathematical contexts where multiple valid answers exist. Fundamental to algebraic problem-solving and equation analysis.

Scientific Notation

Used throughout physics, chemistry, and engineering to indicate experimental uncertainty and measurement precision. Essential for maintaining scientific accuracy and reproducibility standards.

History of the Plus-Minus Sign

1628

Mathematical Innovation

Albert Girard first used ± notation in mathematical texts to indicate both positive and negative solutions, establishing the symbol's role in algebraic notation.

1750s

Scientific Measurement

Scientists began using plus-minus notation to express measurement uncertainty and experimental error, creating standards for scientific accuracy and precision.

1800s

Statistical Development

Early statisticians adopted ± for expressing confidence intervals and data uncertainty, laying groundwork for modern statistical analysis methods.

1900s

Quality Control

Industrial manufacturing adopted plus-minus tolerances for product specifications, ensuring quality standards and interchangeable parts in mass production.

1950s

Computer Integration

Early computer systems included ± in character sets for scientific computing and engineering applications, enabling digital precision specification.

Cultural Impact

The plus-minus symbol represents scientific honesty about uncertainty and precision, enabling accurate communication of measurement limitations that supports reliable scientific knowledge and engineering safety.

Usage Examples

Scientific Measurements

Example
Temperature: 23.5°C ± 0.2°C, pH level: 7.4 ± 0.1

Laboratory precision and experimental uncertainty

Manufacturing Tolerances

Example
Dimension: 50.0mm ± 0.05mm, Weight: 100g ± 2g

Quality control and production specifications

Mathematical Solutions

Example
x = 3 ± 2 (solutions: x = 5 or x = 1), Quadratic formula results

Algebraic problem solving and equation solutions

Statistical Reporting

Example
Survey margin of error: ±3%, Confidence interval: 95% ± 2%

Polling accuracy and statistical analysis

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