Here is an inline math $\sum_{i=1}^nx_iy_i$ and $\displaystyle \sum_i^n a_i$ this is a display math $$\sum_{i=1}^nx_iy_i$$. You can hover your mouse over the math symbols to see the corresponding latex code.
\[\sum_{i=1}^n a^2+b^2\]
If you dont't like the border around the image, go to the dashboard---> layout ---> edit html and look at the following code
.post img {
border:1px solid #CCCCCC;
padding:4px;
}
and remove the second line (border:... etc) or replace 1px into 0px.
Here are more examples:
Matrix
$\begin{pmatrix}a&b&c\\d&e&f\\g&h&i\end{pmatrix}$
Multiline Equation
$\begin{aligned}x^2+4x-21&=0\\x^2+4x&=25\\x^2+4x+4&=21+4\\(x+2)^2&=25\\x+2&=\pm 5\\x&=-2\pm 5\end{aligned}$
Commutative Diagram
$\usepackage[all]{xy}\xymatrix{0\ar[r]&A\ar[d]\ar[r]^f&B\ar[d]&\\&C\ar[r]_g&D\ar[r]&0}$
With Color
$\color{Magenta}\usepackage[all]{xy}\xymatrix{0\ar[r]&A\ar[d]\ar[r]^f&B\ar[d]&\\&C\ar[r]_g&D\ar[r]&0}$
$\color{Blue}A^2+z^5$
$\begin{tabular}\tiny{a}&\scriptsize{b}\end{tabular}$
$a+b^5$
ReplyDelete$\int_a^b f(x)\, dx$
ReplyDelete$\usepackage[all]{xy}\xymatrix{0\ar[r]&A\ar[d]\ar[r]^f&B\ar[d]&\\&C\ar[r]_g&D\ar[r]&0}$
ReplyDelete$\[f\left( {a,b} \right) = \sqrt {{a^2} + {b^2}} \]$
ReplyDelete$\[f:X \hookrightarrow Y\]$
ReplyDelete\[ f:A \hookrightarrow B\]
ReplyDelete\[\usepackage[all]{xy}\xymatrix{\ar@/^1.5pc/[rr]^{\mathrm{res}_{u,w}}F(u)\ar[r]_{\mathrm{res}_{u,v}}&F(v)\ar[r]_{\mathrm{res}_{u,v}}&F(w)}\]
ReplyDelete\[\usepackage[all]{xy}\xymatrix@C+2em@R+2em{
ReplyDeleteQ \ar@/_10pt/[ddr]_{q_1} \ar@/^10pt/[drr]^{q_2} \ar@{-->}[dr]|*+<3pt,3pt>{\scriptstyle u} & & \\
& P \ar[d]_(0.4){p_1} \ar[r]^(0.4){p_2} & Y \ar[d]^{g}\\
& X \ar[r]_{f} & Z
}
\]
$x^2$
ReplyDelete$$mc^2$$
ReplyDelete$\prod_i=|A_i|$
ReplyDelete\begin{definition}
ReplyDeleteA (meet) semi-lattice L is a poset in which each pair of elements has an infimum.
\end{definition}
$a<b$
ReplyDelete$P<i$
ReplyDeletefor $P<i$ then $x = 4$
ReplyDelete$x^2 +2x +1$
ReplyDelete$\sum_{i=1}^nx_i$
ReplyDeleteJust testing this out, having trouble getting it working on my blog
ReplyDelete$\frac{a}{b}$
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ReplyDelete$ c_i = {1 \over \pi_i} $
ReplyDelete$c^2=b^+a^2$
ReplyDelete$e=mc^2$
ReplyDelete