free-symbols

Integral Symbol

The ∫ symbol (integral) represents integration in mathematics.

U+222B

The ∫ symbol is the standard notation for integration. You’ll see it in formulas for areas, totals, and accumulated change. This page helps you copy it and use it correctly in different contexts.

Integral Symbol Meaning

The symbol ∫ is known as the integral sign. In mathematics, it indicates that a quantity is being accumulated over an interval, which leads to an antiderivative (an indefinite integral) or the net accumulated value over limits (a definite integral). The lower and upper bounds (for example, ∫ from a to b) specify the range of accumulation. In practical terms, integrals can model totals from rates, compute areas under curves, and describe continuous accumulation in physics and engineering. When you need to type it in documents or code, use the HTML entity, CSS escape, or Unicode code point provided.

Common uses

  • Writing definite or indefinite integrals in math notes and homework
  • Labeling integration in calculus problem-solving and textbooks
  • Expressing accumulated totals from a rate function in science writing
  • Formatting equations in documents, slide decks, and reports
  • Displaying the integral symbol in websites and apps using Unicode

Examples

∫ Integral Symbol | Copy & Use

  • ∫ x^2 dx
  • ∫(0 to 1) x^2 dx
  • Area = ∫_a^b f(x) dx
  • Total = ∫_t1^t2 r(t) dt
  • Antiderivative: F(x) = ∫ f(x) dx

Variations

Ready to copy

Technical codes

UnicodeU+222B
HTML Entity∫
HTML Code∫
CSS\222B

FAQ

How do I copy the integral symbol ∫?

Copy the character shown on this page (∫). For web text or code, you can also use the HTML entity ∫ or the Unicode code point U+222B.

What is the Unicode code point for ∫?

The Unicode code point is U+222B.

Can I use ∫ in HTML and CSS?

Yes. In HTML, use the entity ∫. In CSS, you can use the escape \\222B.

What does ∫ mean in calculus?

It denotes integration: an indefinite integral (without limits) or a definite integral (with lower and upper bounds) to represent accumulated change or total area under a curve.

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