Warning: this is an htmlized version!
The original is here, and
the conversion rules are here.
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% (defun C () (interactive) (find-LATEXsh "lualatex 2024-2-C2-edovs.tex" "Success!!!"))
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% (defun v () (interactive) (find-2a '(e) '(d)))
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% (defun oe () (interactive) (find-2a '(o) '(e)))
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%   file:///home/edrx/LATEX/2024-2-C2-edovs.pdf
%               file:///tmp/2024-2-C2-edovs.pdf
%           file:///tmp/pen/2024-2-C2-edovs.pdf
%  http://anggtwu.net/LATEX/2024-2-C2-edovs.pdf
% (find-LATEX "2019.mk")
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% (find-Deps1-cps   "Caepro5 Piecewise2 Maxima2")
% (find-Deps1-anggs "Caepro5 Piecewise2 Maxima2")
% (find-MM-aula-links "2024-2-C2-edovs" "2" "c2m242edovs" "c2ev")

% «.defs»		(to "defs")
% «.defs-T-and-B»	(to "defs-T-and-B")
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% «.assume»			(to "assume")



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\usepackage{amsmath}
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\usepackage{amssymb}
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%\usepackage{tikz}
%
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%\usepackage{proof}   % For derivation trees ("%:" lines)
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%\xyoption{curve}     % For the ".curve=" feature in 2D diagrams
%
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% (find-es "tex" "geometry")
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% «defs»  (to ".defs")
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% (find-LATEX "2024-1-C2-carro.tex" "defs-pict2e")

\catcode`\^^J=10
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\directlua{dednat7oldheads()}         % (find-angg "LUA/Dednat7oldheads.lua")

% «defs-T-and-B»  (to ".defs-T-and-B")
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\def\T(Total: #1 pts){{\bf(Total: #1 pts)}}
\def\T(Total: #1 pts){\ColorRed{\bf(Total: #1 pts)}}
\def\B       (#1 pts){\ColorDarkOrange{\bf(#1 pts)}}

% «defs-caepro»  (to ".defs-caepro")
%L dofile "Caepro5.lua"              -- (find-angg "LUA/Caepro5.lua" "LaTeX")
\def\Caurl   #1{\expr{Caurl("#1")}}
\def\Cahref#1#2{\href{\Caurl{#1}}{#2}}
\def\Ca      #1{\Cahref{#1}{#1}}

% «defs-pict2e»  (to ".defs-pict2e")
%L dofile "Piecewise2.lua"           -- (find-LATEX "Piecewise2.lua")
%L --dofile "Escadas1.lua"           -- (find-LATEX "Escadas1.lua")
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% «defs-maxima»  (to ".defs-maxima")
%L dofile "Maxima2.lua"              -- (find-angg "LUA/Maxima2.lua")
\pu

% «defs-V»  (to ".defs-V")
%L --- See: (find-angg "LUA/MiniV1.lua" "problem-with-V")
%L V = MiniV
%L v = V.fromab
\pu

% «defs-edovs»  (to ".defs-edovs")
\input 2023-2-C2-edovs-defs.tex % (find-LATEX "2023-2-C2-edovs-defs.tex")


%  _____ _ _   _                               
% |_   _(_) |_| | ___   _ __   __ _  __ _  ___ 
%   | | | | __| |/ _ \ | '_ \ / _` |/ _` |/ _ \
%   | | | | |_| |  __/ | |_) | (_| | (_| |  __/
%   |_| |_|\__|_|\___| | .__/ \__,_|\__, |\___|
%                      |_|          |___/      
%
% «title»  (to ".title")
% (c2m242edovsp 1 "title")
% (c2m242edovsa   "title")

\thispagestyle{empty}

\begin{center}

\vspace*{1.2cm}

{\bf \Large Cálculo 2 - 2024.2}

\bsk

Aula nn: ponha o título aqui

\bsk

Eduardo Ochs - RCN/PURO/UFF

\url{http://anggtwu.net/2024.2-C2.html}

\end{center}

\newpage

% «links»  (to ".links")
% (c2m242edovsp 2 "links")
% (c2m242edovsa   "links")

{\bf Links}

\scalebox{0.6}{\def\colwidth{16cm}\firstcol{

Quadros:
\par \Ca{2hQ53} (2023.2)
\par \Ca{2gQ41} (2023.1)

\ssk

\par \Ca{2dT293} Material sobre EDOVSs de 2021.2
\par \Ca{2dT306} Slides sobre inversas de 2021.2
\par \Ca{2gT120} Slides sobre inversas de 2023.2
\par \Ca{Leit7} Funções inversas, logarítmicas e exponenciais
% 2dT306: (c2m231edovsp 3 "inversas-intro")
%         (c2m231edovsa   "inversas-intro")
% 2gT120: (c2m212edovsp 15 "funcoes-inversas")
%         (c2m212edovsa    "funcoes-inversas")

\ssk


\par Questões sobre EDOVSs nas provas de 2022.2:
\par \Ca{2fT123}, \Ca{2fT126} P2, gabarito
\par \Ca{2fT135}, \Ca{2fT137} VS, anexo

% (c2m231p2p 2 "questao-1")
% (c2m231p2a   "questao-1")
% (c2m222p2p 2 "questao-1")
% (c2m222p2a   "questao-1")

\ssk

% «links-stewart»  (to ".links-stewart")
% (find-books "__analysis/__analysis.el" "stewart-pt" "531" "9.2 Campos de Direções e Método de Euler")
% (find-books "__analysis/__analysis.el" "stewart-pt" "538" "9.3 Equações Separáveis")
% (find-books "__analysis/__analysis.el" "stewart-pt" "796" "Curvas de Nível")
\par \Ca{StewPtCap9p11} (p.531) 9.2 Campos de Direções e Método de Euler
\par \Ca{StewPtCap9p18} (p.538) 9.3 Equações Separáveis
\par \Ca{StewPtCap14p10} (p.796) Curvas de nível

\ssk

% «links-zillcullen-pt»  (to ".links-zillcullen-pt")
% (find-books "__analysis/__analysis.el" "zill-cullen-pt"  "6" "Soluções explícitas e implícitas")
% (find-books "__analysis/__analysis.el" "zill-cullen-pt"  "9" "parâmetros, solução particular")
% (find-books "__analysis/__analysis.el" "zill-cullen-pt" "44" "2.2. Variáveis separáveis")
% (find-books "__analysis/__analysis.el" "zill-cullen-pt" "50" "Exercícios")
\par \Ca{ZillCullenInicioP13} (p.6) Soluções implícitas e explícitas
\par \Ca{ZillCullenInicioP16} (p.9) parâmetros, solução particular
\par \Ca{ZillCullenInicioP51} (p.44) 2.2 Variáveis separáveis
\par \Ca{ZillCullenInicioP57} (p.50) Exercícios

% (find-books "__analysis/__analysis.el" "zill-cullen" "6" "EXPLICIT AND IMPLICIT SOLUTIONS")
% (find-books "__analysis/__analysis.el" "zill-cullen" "7" "particular solution")
% (find-books "__analysis/__analysis.el" "zill-cullen" "44" "2.2 Separable Variables")
% (find-books "__analysis/__analysis.el" "zill-cullen" "50" "Exercises 2.2")
\par \Ca{ZillCullenEngCap2p17} (p.44) 2.2 Separable Variables
\par \Ca{ZillCullenEngCap2p23} (p.50) Exercises 2.2

\ssk

% (find-books "__analysis/__analysis.el" "lebl" "27" "1.2 Slope fields")
\par \Ca{DiffyQsP27} 1.2 Slope fields
% (find-books "__analysis/__analysis.el" "thomas" "642" "9.1 Slope Fields and Separable")
\par \Ca{Thomas11cap9} 9.1 Slope Fields and Separable Differential Equations

\bsk

% (c2m221p2p 9 "direcoes-gab")
% (c2m221p2a   "direcoes-gab")
\par \Ca{2eT214} Algumas figuras de campos de direções

\ssk

\par Questões sobre EDOVSs nas provas de 2022.2:
\par \Ca{2fT123}, \Ca{2fT126} P2, gabarito
\par \Ca{2fT135}, \Ca{2fT137} VS, anexo

}\anothercol{
}}

\newpage


\GenericWarning{Success:}{Success!!!}  % Used by `M-x cv'

\end{document}

% (find-pdfpages2-links "~/LATEX/" "2024-2-C2-edovs")


% Local Variables:
% coding: utf-8-unix
% ee-tla: "c2ev"
% ee-tla: "c2m242edovs"
% End: