Foray into LaTeX (Project 1)

Open as TemplateView PDF

Author:

Atlas Kinzel

Last Updated:

10 years ago

License:

Creative Commons CC BY 4.0

Abstract:

Investigations into the properties of divergence and convergence in regards to (1)/(((ln(n))^P)n).

Tags:

Math

\begin{now}

Discover why over 20 million people worldwide trust Overleaf with their work.

\documentclass[12pt]{article}

\usepackage{amsmath}

\usepackage[usenames,dvipsnames,svgnames,table]{xcolor}

\setlength{\parindent}{25pt}

\setlength{\parskip}{10pt plus 1pt minus 1pt}

\begin{document}

Atlas Kinzel

\centering

\underline{Foray into \LaTeX}  

My first project in a string of projects for Math 590 is an 
\textbf {investigation of the following series:}
$$ {\color{red}f(x)}={\sum_{n=1}^{\infty}}\frac{1}{{{({\ln}n)}^P}n}$$

I will explore the ramifications and effects of $P$ for $$\lim_{P\to\infty}{\color{red}f(x)}$$

I will use LaTeX on this project. This is only my first project.

\end{document}

Foray into LaTeX (Project 1)

Ta kontakt