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Mathematical Symbols

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StarStarStarStar

Direct product

StarStarStarStar

\otimes

StarStarStarStar

Because

StarStarStarStar

\because

StarStarStarStar

Identity element for multiplication

StarStarStarStar

1

StarStarStarStar

Set membership

StarStarStarStar

\in

StarStarStarStar

Union of sets

StarStarStarStar

\cup

StarStarStarStar

Derivative notation

StarStarStarStar

\frac{dy}{dx} or f'(x)

StarStarStarStar

Not equal to

StarStarStarStar

\neq

StarStarStarStar

Additive inverse

StarStarStarStar

-a or -1 \times a

StarStarStarStar

Angle measurement

StarStarStarStar

\angle ABC

StarStarStarStar

Approximately equal to

StarStarStarStar

\approx

StarStarStarStar

Much greater than

StarStarStarStar

\gg

StarStarStarStar

Pi product notation

StarStarStarStar

\prod

StarStarStarStar

Multiplicative inverse or reciprocal

StarStarStarStar

a^{-1} or \frac{1}{a}

StarStarStarStar

Limit notation

StarStarStarStar

\lim

StarStarStarStar

Superset

StarStarStarStar

\supseteq

StarStarStarStar

Proportional to

StarStarStarStar

\propto

StarStarStarStar

Summation notation

StarStarStarStar

\sum

StarStarStarStar

Rational numbers

StarStarStarStar

\mathbb{Q}

StarStarStarStar

Unique existence

StarStarStarStar

\exists!

StarStarStarStar

Cartesian product of sets

StarStarStarStar

\times

StarStarStarStar

Complex numbers

StarStarStarStar

\mathbb{C}

StarStarStarStar

Infinity

StarStarStarStar

\infty

StarStarStarStar

Therefore

StarStarStarStar

\therefore

StarStarStarStar

Dot product of vectors

StarStarStarStar

\vec{a} \cdot \vec{b}

StarStarStarStar

Natural numbers

StarStarStarStar

\mathbb{N}

StarStarStarStar

Real numbers

StarStarStarStar

\mathbb{R}

StarStarStarStar

Integers

StarStarStarStar

\mathbb{Z}

StarStarStarStar

Much less than

StarStarStarStar

\ll

StarStarStarStar

Intersection of sets

StarStarStarStar

\cap

StarStarStarStar

Direct sum

StarStarStarStar

\oplus

StarStarStarStar

Integral symbol

StarStarStarStar

\int

StarStarStarStar

Right angle

StarStarStarStar

\angle ABC = 90^{\circ}

StarStarStarStar

Identity element for addition

StarStarStarStar

0

StarStarStarStar

Subset

StarStarStarStar

\subseteq

StarStarStarStar

Element-wise addition in vectors

StarStarStarStar

\vec{a} + \vec{b}

StarStarStarStar

Cross product of vectors

StarStarStarStar

\vec{a} \times \vec{b}

StarStarStarStar

Matrix multiplication

StarStarStarStar

\mathbf{A} \times \mathbf{B}

StarStarStarStar

Equivalent

StarStarStarStar

\equiv

StarStarStarStar

Exists

StarStarStarStar

\exists

StarStarStarStar

Empty set

StarStarStarStar

\emptyset or \{\}

StarStarStarStar

Parallel lines

StarStarStarStar

\parallel

StarStarStarStar

Perpendicular lines

StarStarStarStar

\perp

StarStarStarStar

For all

StarStarStarStar

\forall

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