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Resolução 3.9-b
Resolução 3.9-b
Resolução
Guilherme Baumgratz Figueiroa
Apresentação da disciplina de Teoria de Grafos
Apresentação da disciplina de Teoria de Grafos
Aula de Apresentação da disciplina de Teoria de Grafos da Universidade Federal de Goiás (UFG), Regional Jataí, semestre 2016.1.
Esdras
数学序論1用テンプレート(C1)
数学序論1用テンプレート(C1)
2016年度数学序論IC1クラスの課題用テンプレート
Toru Tsujishita
Calculus BC Equations and Topics List
Calculus BC Equations and Topics List
A study tool. Equations are mostly listed without a description of what they represent. Topics are detailed based on problems. Usage: To prepare for the Calculus BC exam, go through topics one at a time and mentally describe the problem, process, and equations involved. If you get stuck - look up the answer and start again from the top. When you can get through the entire sheet - you're ready! Do the same with the equation list - describing exactly what type of problems you might need the equation for. Do not use notes in conjunction with the review sheet. Look up the answer - close the book and start again! You can thank me later.
Rusty Laracuenti, Maia Zhang, Grace Ding
Drawing Lines
Drawing Lines
Notes on Machine Learning.
Raghav Saboo
My Final Proof Journal
My Final Proof Journal
-------------------------------------------------------------- This is all preamble stuff that you don't have to worry about. Head down to where it says "Start here" --------------------------------------------------------------
Chesyti Brown
Oefenbestand TWIST-cursus
Oefenbestand TWIST-cursus
Dit is een oefenbestand voor de LaTeX-cursus van studievereniging TWIST (2015-10-12)
Gosse Minnema
Přehled PST
Přehled PST
Stručný přehled vzorců a vztahů z předmětu PST. Neobsahuje všechny triviální věci (pravděpodobnost jevu) a některé komplikovanější, které se nedají snadno stručně shrnout (CLT, Markova nerovnost etc.). Veškerou většinu ostatní potřebné výbavy na zkoušku ale ano.
Jaroslav Šmolík
Smallest Area of a Triangle Formed from the Tangent Line of a Parabola
Smallest Area of a Triangle Formed from the Tangent Line of a Parabola
This problem is an applied optimization problem. The problem is to minimize the area of the triangle formed by a tangent line to the function y = 1⁄9 x2. The triangle is defined by the origin, the x-intercept of the tangent line, and the y-intercept of the tangent line. Only triangles formed in the first quadrant are of concern.
Roop Pal

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