Got it—let’s make this visual and unambiguous. Below is a WordPress-ready Markdown page that, for each operator, shows:

Overview

  • the symbol as it looks,
  • the LaTeX code to produce it,
  • the HTML entity / Unicode,
  • and a plain-text ASCII fallback (when one exists).

You can copy/paste this straight into WordPress (ideally with MathJax/KaTeX enabled so the LaTeX renders).

# Visual Map of Math Operators — Symbol ⇄ LaTeX ⇄ HTML/Unicode ⇄ ASCII

Each row shows the **actual glyph**, the **LaTeX you type**, the **HTML/Unicode code**, and a **plain-text fallback**.

> Legend:  
> • **Symbol** = the glyph as it appears.  
> • **LaTeX** = code inside `$...$` (inline) or `$$...$$` (display).  
> • **HTML/Unicode** = entity or code point.  
> • **ASCII** = keyboard-safe approximation.

---

## 1) Arithmetic

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Addition | + | `+` | `+` / U+002B | `+` | `$4+5=9$` |
| Subtraction (minus) | − | `-` | `−` / U+2212 | `-` | `$9-5=4$` |
| Multiplication (times) | × | `\times` | `×` / U+00D7 | `*` | `$3\times 5=15$` |
| Multiplication (dot) | · | `\cdot` | `·` / U+00B7 | `*` or space | `$a\cdot b$` |
| Division (obelus) | ÷ | `\div` | `÷` / U+00F7 | `/` | `$12\div 3=4$` |
| Division (fraction) | ⅓ style | `\frac{a}{b}` | — | `a/b` | `$\frac{12}{3}=4$` |
| Exponent / power | bⁿ | `b^n` | — | `b^n` | `$2^3=8$` |
| Square root | √ | `\sqrt{x}` | `√` / U+221A | `sqrt(x)` | `$\sqrt{9}=3$` |
| n-th root | ³√ | `\sqrt[n]{x}` | — | `root(n,x)` | `$\sqrt[3]{8}=2$` |
| Factorial | ! | `!` | `!` / U+0021 | `!` | `$5!=120$` |
| Percentage | % | `\%` | `%` / U+0025 | `%` | `$50\%= \frac{50}{100}$` |
| Modulo | mod | `\bmod` | — | `%` | `$7\bmod 3=1$` |

---

## 2) Equality & Inequality

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Equal | = | `=` | `=` / U+003D | `=` | `$2+2=4$` |
| Not equal | ≠ | `\neq` | `≠` / U+2260 | `!=` | `$\pi \neq 3$` |
| Less than | < | `<` | `&lt;` / U+003C | `<` | `$a<b$` |
| Greater than | > | `>` | `&gt;` / U+003E | `>` | `$a>b$` |
| Less-or-equal | ≤ | `\leq` | `&le;` / U+2264 | `<=` | `$x\leq 10$` |
| Greater-or-equal | ≥ | `\geq` | `&ge;` / U+2265 | `>=` | `$y\geq 0$` |

---

## 3) Unary, Absolute, Rounding

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Unary plus | +x | `+x` | — | `+x` | `$+7=7$` |
| Unary minus | −x | `-x` | `&minus;` / U+2212 | `-x` | `$-(-3)=3$` |
| Absolute value | |x| | `|x|` | U+007C … U+007C | `abs(x)` | `$|{-5}|=5$` |
| Floor | ⌊x⌋ | `\lfloor x\rfloor` | U+230A/U+230B | `floor(x)` | `$\lfloor 2.9\rfloor=2$` |
| Ceiling | ⌈x⌉ | `\lceil x\rceil` | U+2308/U+2309 | `ceil(x)` | `$\lceil 2.1\rceil=3$` |
| Signum | sgn | `\operatorname{sgn}(x)` | — | `sign(x)` | `$\operatorname{sgn}(-2)=-1$` |

---

## 4) Summation, Product, Calculus

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Summation | ∑ | `\sum` | `&sum;` / U+2211 | `sum()` | `$\sum_{i=1}^n i$` |
| Product | ∏ | `\prod` | `&prod;` / U+220F | `prod()` | `$\prod_{k=1}^n k = n!$` |
| Derivative | d/dx | `\frac{d}{dx}` | — | `d/dx` | `$\frac{d}{dx}x^2=2x$` |
| Integral | ∫ | `\int` | `&int;` / U+222B | `int` | `$\int_0^1 x\,dx=\tfrac12$` |
| Limit | lim | `\lim` | — | `lim` | `$\lim_{x\to0}\frac{\sin x}{x}=1$` |
| Difference | Δ | `\Delta` | `&Delta;` / U+0394 | `Delta` | `$\Delta y=y_{n+1}-y_n$` |
| Nabla | ∇ | `\nabla` | `&nabla;` / U+2207 | `grad` | `$\nabla f$`, `$\nabla\cdot \vec F$`, `$\nabla\times \vec F$` |

---

## 5) Linear Algebra & Vectors

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Dot product | · | `\cdot` | `&middot;` / U+00B7 | `dot` or `*` | `$\vec a\cdot \vec b$` |
| Cross product | × | `\times` | `&times;` / U+00D7 | `x` | `$\vec a\times \vec b$` |
| Transpose | T | `A^{\mathsf T}` or `A^T` | — | `A^T` | `$A^{\mathsf T}$` |
| Determinant | det | `\det(A)` | — | `det(A)` | `$\det\begin{bmatrix}a&b\\c&d\end{bmatrix}=ad-bc$` |
| Matrix multiply | AB | `AB` | — | `A*B` | `$AB$` |

---

## 6) Logic

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| NOT | ¬ | `\lnot` / `\neg` | `&not;` / U+00AC | `!` | `$\lnot P$` |
| AND | ∧ | `\land` | `&and;` / U+2227 | `&&` | `$P\land Q$` |
| OR | ∨ | `\lor` | `&or;` / U+2228 | `||` | `$P\lor Q$` |
| Implication | → | `\to` | `&rarr;` / U+2192 | `->` | `$P\to Q$` |
| Equivalence | ↔ | `\leftrightarrow` | `&harr;` / U+2194 | `<->` | `$P\leftrightarrow Q$` |

---

## 7) Sets

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Element of | ∈ | `\in` | `&in;` / U+2208 | `in` | `$2\in\mathbb N$` |
| Not element of | ∉ | `\notin` | `&notin;` / U+2209 | `not in` | `$-1\notin\mathbb N$` |
| Subset | ⊆ | `\subseteq` | `&sube;` / U+2286 | `<=` (set) | `$A\subseteq B$` |
| Superset | ⊇ | `\supseteq` | `&supe;` / U+2287 | `>=` (set) | `$B\supseteq A$` |
| Proper subset | ⊂ | `\subset` | `&sub;` / U+2282 | `⊊` approx | `$A\subset B$` |
| Union | ∪ | `\cup` | `&cup;` / U+222A | `U` | `$A\cup B$` |
| Intersection | ∩ | `\cap` | `&cap;` / U+2229 | `n` | `$A\cap B$` |
| Set difference | ∖ | `\setminus` | U+2216 | `\` | `$A\setminus B$` |
| Complement | Aᶜ | `A^{c}` | — | `A^c` | `$A^{c}=U\setminus A$` |

---

## 8) Functions & Specials

| Operator | Symbol | LaTeX | HTML / Unicode | ASCII Fallback | Example (LaTeX) |
|---|---:|---|---|---|---|
| Reciprocal | 1/x | `\frac{1}{x}` | — | `1/x` | `$\frac{1}{4}=0.25$` |
| Mean (average) | μ | `\mu` / `\bar{x}` | `&mu;` / U+03BC | `mu` | `$\mu=\frac1n\sum x_i$` |
| Median | med | `\operatorname{median}(x)` | — | `median(x)` | — |
| Variance | σ² | `\sigma^2` / `\mathrm{Var}` | `&sigma;` / U+03C3 | `Var` | `$\sigma^2=E[(X-\mu)^2]$` |
| Square / Cube | x² / x³ | `x^2`, `x^3` | — | `x^2`, `x^3` | `$3^2=9$, $2^3=8$` |
| Exponential | eˣ | `\exp(x)` or `e^x` | — | `exp(x)` | `$\exp(0)=1$` |
| Logarithm | log, ln | `\log x`, `\ln x`, `\log_{10} x`, `\log_2 x` | — | `log(x)` | `$ \ln(e)=1$` |
| Clamp / Clip | min/max | `\min(\max(x,a),b)` | — | `min(max(x,a),b)` | — |

---

### Notes & Best Practices

- **Minus vs hyphen:** Prefer U+2212 (−) for true minus in typography; ASCII hyphen `-` is acceptable in code.  
- **ASCII fallbacks:** Use when LaTeX is unavailable. Be consistent within your document/system.  
- **Fractions:** `\tfrac{a}{b}` is a compact inline fraction; `\frac{a}{b}` is standard.  
- **Vector/matrix style:** For transposes and vectors, `\mathsf{T}`, `\vec{v}`, or bold `\mathbf{v}` depending on your style guide.  
- **Rendering:** Enable MathJax/KaTeX in WordPress to display LaTeX ($…$, $$…$$). Without it, show HTML entities / ASCII.

---

If you want, I can also generate a compact PNG legend (symbols + codes) or a CSV you can load into your site’s search to auto-suggest LaTeX for any symbol.

Key terms in plain language

Open a term for a concise explanation of language used on this page.

Broadband

A general term for always-on, high-speed Internet access. Broadband can be delivered over fiber, cable, DSL, fixed wireless, cellular, or satellite networks.

Cloud Computing

Computing resources—such as applications, servers, storage, or databases—delivered from remote infrastructure and scaled as requirements change.

Cybersecurity

The practices and controls used to protect identities, devices, networks, applications, and data from unauthorized access, disruption, or manipulation.

Identity and Access Management (IAM)

The systems and policies that determine who a user is, what resources they may access, and how that access is authenticated and reviewed.

API

An application programming interface is a defined way for software systems to exchange data or request functions from one another.

Artificial Intelligence (AI)

Software designed to perform tasks involving prediction, classification, generation, reasoning, or decision support. Business use still requires clear data, governance, security, and human accountability.