begin{thm}label{thm:1}
If $fin C^0([a,b])$, then one has
begin{equation}
label{eq:1}
int_a^b f'(x)dx=f(b)-f(a),
end{equation}
holds in distribution sense.
end{thm}
The theorem ref{thm:1} is called fundamental theorem in calculus, and eqref{eq:1} is called Newton-Libniz formula.
Test
LaTex2HMTL with Iframe Test
$$
\int_a^b f'(x)dx=f(b)-f(a)
$$
LaTeX2HTML test with equation numbering
begin{equation}
label{eq:1}
a^2+b^2=c^2
end{equation}
In eqref{eq:1}, it will be true for right angled triangle, with sides $a,b$ and $c$ is the largest.
begin{equation}
a^2+b^2=c^2tag{2.a}
end{equation}
eqref{eq:2.a} you see that the eqref is not support tagged number added by hand!
http sqlfiddle com # 2 82a51 1
http://sqlfiddle.com/#!2/82a51/1
IFTTT: connect Blogger with my Facebook
With the help of IFTTT, I could connect Blogger with my Facebook and My WordPress Blog, thus quite amazing, which will publish your post in Blogger automatically to Facebook and WordPress.
This is just a test post. So I would like to add to following mark: Continue Reading