Partial Derivative Symbol Copy Paste
Copy the partial derivative symbol ∂ for multivariable calculus, physics, equations, and notes.
- Unicode
- U+2202
- Main use
- Partial derivative
Used together
Copy a related item, or copy the whole group for quick notes.
Meaning and formatting
What this symbol means
Differentiation with respect to one variable while others are held fixed.
| Symbol | ∂ |
|---|---|
| Unicode code point | U+2202 |
| HTML | ∂ |
| LaTeX | \partial |
| Plain-text name | Partial derivative |
Usage notes
Important distinctions
- Use ∂ when differentiating a multivariable function with respect to one variable; ordinary and total differentials normally use d.
- The character ∂ is a mathematical operator, not a stylized lowercase d, so copying the actual Unicode symbol preserves the distinction.
Accurate use
Technical and compatibility guide
Use ∂ for a partial derivative in multivariable work; ordinary or total differentials are normally written with d.
Common mistakes
- Do not replace ∂ (U+2202) with a lowercase d or a decorative curved letter; the code point carries the intended operator identity.
- Keep the numerator and denominator variables explicit in a plain-text fraction such as ∂y/∂x.
Word, Docs, Notion, and plain text
The character ∂ pastes into Word, Google Docs, Notion, and plain text. For built-up fractions, use an equation editor; Notion supports the KaTeX command \partial in equation blocks.
Common uses
Examples you can copy
Short examples you can paste into notes and documents, then edit for your context.
Related
Parent and related symbol sets
Open a full set to copy more symbols and ready-made combinations for the same task.
Related individual symbols
Quick answers
Frequently asked questions
How do I copy the partial derivative symbol?
Select the copy card for ∂. Quick Symbols copies it to your clipboard so you can paste it into your notes or document.
When should I use ∂ instead of d?
Use ∂ for a function of several variables when differentiating with respect to one variable. Use d for ordinary or total differentials.