{overleaf template gallery}LaTeX templates and examples — Recent

Estas instrucciones constituyen una guia para la preparacion de articulos para la revista RIAI. Utilice este documento como un conjunto de instrucciones. Tambien puede usarse como una ``plantilla'' para preparar su manuscrito. Para las directrices de envio, siga las instrucciones del sistema de envio de articulos de la pagina web de la revista.

These are the words that I manifest.

A simple beamer template to be used by Western Mindanao State University, College of Science and Mathematics, Department of Mathematics and Statistics, BS- Mathematics and BS-Statistics Students for their Seminar Paper Oral/Final Presentation.

LaTeX beamer theme for NJUPT students. Chinese support. This template mostly comes from Jiayi Weng, Trinkle23897. His github repo is https://github.com/Trinkle23897/THU-Beamer-Theme. Thank you very much Trinkle!

CSUThesis Latex 模板 本模板是中南大学论文 Latex 模板 CSUThesis，即 Central South University Thesis LaTeX Template. 学校的指导文件仅提供大致的格式描述与 word 示例，并没有提供官方的 LaTeX 模板，本项目意在维护一个学位论文的非官方标准（De facto standard），创建符合指导文件要求的 LaTeX 模板，主要由csu-disc0ver成员维护，原始仓库地址：https://github.com/disc0ver-csu/csu-thesis

Math 471 Homework 1

Dicas para a preparação de listas de exercícios da disciplina MAC0239 (Introdução à Lógica e Verificação de Programas) no IME-USP. Tips for preparing exercises for MAC0239 (Introduction to Logic and Program Verification) at IME-USP.

Mandeep Kumar's résumé, using a template downloaded from LaTeXTemplates.com. Original author of the template: Debarghya Das With extensive modifications by: Vel License: CC BY-NC-SA 3.0

The impact crater of a small metal ball of 63.7 grams (0.0637kg) is dropped from 8 different heights, ranging from 0.20m to 0.90m was observed. A mean was measured for the craters diameter. Using the equation E=mg$\Delta$h given that we have m, and g is a constant of 9.81 we can find the kinetic energy of the ball on impact. The relationship between crater diameter, D, and impact energy, E, is given by D=kE$^n$ where K is constant and n is found by the gradient of the graph and is also constant. This can be modified to give $\log D = n\log E + \log k$.