Mathematics: Insert

Wednesday, October 21, 2015

Link for inserting mathematical Equation in Blog

Inserting Mathematical Equation is little difficult, But not impossible. If we follow the following instruction, we can easily insert the Mathematical Equation on Blog.

Fist type $

Insert mathematical code from the given link

Finally again type $

Remember, Don't give any Space after/before typing $

Link-https://www.codecogs.com/latex/eqneditor.php

Example:
$\sqrt[4]{5}$
$a^{5}$
$ax^{2} + b^{2}$

Tuesday, October 20, 2015

Mathematical Symbol

$+ \!\,$	Addition	$- \!\,$	Subtraction
$\times \!\,$ or $\cdot \!\,$	Multiplication	$\div \!\,$ or $/ \!\,$	Division
$\int \!\,$	Integration	$\oint \!\,$	integration is over a closed surface
$\therefore \!\,$	Therefore, so. hence	$\because \!\,$	Because, Since
$\sqrt{\ } \!\,$	Square root	$\sqrt[4]{5}$
$\infty \!\,$	Infinity	$\propto \!\,$	Proportion
$=$	is equal to	$\ne$	is not equal to
$\approx$	approximately equal	$\sim$	is similar to
$\Leftrightarrow$	if and only if	$\Rightarrow \!\,$	implies; if ... then
$<$	is less than	$\ll \!\,$	is much less than
$>$	is greater than	$\gg \!\,$	is much greater then
$\le \!\,$	is less than or equal to	$\ge$	is greater than or equal to
$\subseteq \!\,$	sub set	$\supseteq \!\,$	super set
$\| \ldots \| \!\,$	absolute value of; modulus of	${\{\ ,\!\ \}} \!\,$	the set of ...
$\forall \!\,$	for all	$\exists \!\,$	there exist
$\in \!\,$	is an element of;	$\notin \!\,$	is not an element of



$\mathbb{C} \!\,$	Complex number	$\mathbb{N} \!\,$	Natural number
$\mathbb{R} \!\,$	Real number	$\mathbb{Z} \!\,$	Integer
$\mathbb{Q} \!\,$	Rational number	$\mathbb{Q} \!\,$	Irrational number

Mathematics

Wednesday, October 21, 2015

Link for inserting mathematical Equation in Blog

Tuesday, October 20, 2015

Mathematical Symbol

Title

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