by showmyiq » Thu Oct 18, 2012 9:20 pm
Now having a symbols dictionary, we need to understand the commands and the operations. If we understand that – consider we are master on LaTeX!
Square root: \sqrt{x+\sqrt{y}}
Example:
\begin{equation}
\sqrt{x+\sqrt{y}}
\end{equation}
Higher Order Roots: \sqrt[mn]{x+y} \quad \sqrt[3]{2}
Example:
\begin{equation}
\sqrt[mn]{x+y} \quad \sqrt[3]{2}
\end{equation}
Fractions: \frac{a+b}{x+\log\frac{Y}{Z}}
Example:
\begin{equation}
\frac{a+b}{x+\log\frac{Y}{Z}}[/b][/size]
\end{equation}
Continued Fraction:
3+\cfrac{4}{.
5+\cfrac{6}{7+\dotsb}}} =.
\frac{1}{\sqrt e - 1}
Example:
\begin{equation}
1+\cfrac{2}{.
3+\cfrac{4}{.
5+\cfrac{6}{7+\dotsb}}} =.
\frac{1}{\sqrt e - 1}
\end{equation}
Binomial: \binom{n+1}{k}
Example:
\begin{equation}
\binom{n+1}{k}
\end{equation}
Prime: y'' + y' + y = u
Example:
\begin{equation}
y'' + y' + y = u
\end{equation}
Subscripts:x_1, x_2 \quad a_{ij}
Example:
\begin{equation}
x_1, x_2 \quad a_{ij}
\end{equation}
Multilevel Subscripts:
\sum_{\substack{.
1 \le m \le N, \\.
m\text{ odd}}} P(m)
Example:
\begin{equation}
\sum_{\substack{.
1 \le m \le N, \\.
m\text{ odd}}} P(m)
\end{equation}