artigos-e-dicas http://www.mathematica.com.br/artigos-e-dicas.php Sun, 20 May 2012 03:58:18 +0100 FeedCreator 1.7.2 http://www.mathematica.com.br/artigos-e-dicas/tendências-da-loteria <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/TendenciasDaLoteria.pdf" class="">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/TendenciasDaLoteria.cdf" class="">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="2686" type="application/vnd.wolfram.cdf.text"> <param name="src" value="TendenciasDaLoteria.cdf"> <embed width="615" height="2686" src="http://www.mathematica.com.br/resources/notebooks/TendenciasDaLoteria.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 03 Mar 2012 14:54:17 +0100 http://www.mathematica.com.br/artigos-e-dicas/nova-versão-mathematica-8-0-4-disponível <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/NovaVersaoMathematica8.0.4Disponivel.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/NovaVersaoMathematica8.0.4Disponivel.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="1152" type="application/vnd.wolfram.cdf.text"> <param name="src" value="NovaVersaoMathematica8.0.4Disponivel.cdf"> <embed width="615" height="1152" src="http://www.mathematica.com.br/resources/notebooks/NovaVersaoMathematica8.0.4Disponivel.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:09:47 +0100 http://www.mathematica.com.br/artigos-e-dicas/gerar-números-pseudo-aleatórios <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/GerarNumerosPseudoAleatorios.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/GerarNumerosPseudoAleatorios.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="3087" type="application/vnd.wolfram.cdf.text"> <param name="src" value="GerarNumerosPseudoAleatorios.cdf"> <embed width="615" height="3087" src="http://www.mathematica.com.br/resources/notebooks/GerarNumerosPseudoAleatorios.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:10:36 +0100 http://www.mathematica.com.br/artigos-e-dicas/seminário-gratuito-da-wolfram <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/SeminarioGratuitoDaWolfram.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/SeminarioGratuitoDaWolfram.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="2775" type="application/vnd.wolfram.cdf.text"> <param name="src" value="SeminarioGratuitoDaWolfram.cdf"> <embed width="615" height="2775" src="http://www.mathematica.com.br/resources/notebooks/SeminarioGratuitoDaWolfram.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:11:04 +0100 http://www.mathematica.com.br/artigos-e-dicas/ficha-resumo-desenhando-funçôes <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/FichaResumoDesenhandoFuncoes.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/FichaResumoDesenhandoFuncoes.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="4346" type="application/vnd.wolfram.cdf.text"> <param name="src" value="FichaResumoDesenhandoFuncoes.cdf"> <embed width="615" height="4346" src="http://www.mathematica.com.br/resources/notebooks/FichaResumoDesenhandoFuncoes.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:11:41 +0100 http://www.mathematica.com.br/artigos-e-dicas/ficha-resumo-funções-e-equações <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/FichaResumoFuncoesEEquacoes.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/FichaResumoFuncoesEEquacoes.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="2795" type="application/vnd.wolfram.cdf.text"> <param name="src" value="FichaResumoFuncoesEEquacoes.cdf"> <embed width="615" height="2795" src="http://www.mathematica.com.br/resources/notebooks/FichaResumoFuncoesEEquacoes.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:12:01 +0100 http://www.mathematica.com.br/artigos-e-dicas/ficha-resumo-cálculos-básicos <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/FichaResumoCalculosBasicos.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/FichaResumoCalculosBasicos.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="3505" type="application/vnd.wolfram.cdf.text"> <param name="src" value="FichaResumoCalculosBasicos.cdf"> <embed width="615" height="3505" src="http://www.mathematica.com.br/resources/notebooks/FichaResumoCalculosBasicos.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:12:27 +0100 http://www.mathematica.com.br/artigos-e-dicas/análise-numérica-sistemas-lineares <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/AnaliseNumericaSistemasLineares.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/AnaliseNumericaSistemasLineares.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="7234" type="application/vnd.wolfram.cdf.text"> <param name="src" value="AnaliseNumericaSistemasLineares.cdf"> <embed width="615" height="7234" src="http://www.mathematica.com.br/resources/notebooks/AnaliseNumericaSistemasLineares.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:12:56 +0100 http://www.mathematica.com.br/artigos-e-dicas/análise-numérica-aritmética-de-ponto-flutuante <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/AnaliseNumericaAritmeticaDePontoFlutuante.pdf">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/AnaliseNumericaAritmeticaDePontoFlutuante.cdf">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="2156" type="application/vnd.wolfram.cdf.text"> <param name="src" value="AnaliseNumericaAritmeticaDePontoFlutuante.cdf"> <embed width="615" height="2156" src="http://www.mathematica.com.br/resources/notebooks/AnaliseNumericaAritmeticaDePontoFlutuante.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:13:17 +0100 http://www.mathematica.com.br/artigos-e-dicas/velocidade-da-luz <!-- Download em HTML --> <table align="right"> <tbody><tr> <!-- PDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/VelocidadeDaLuz.pdf" class="">Download PDF</a> </td> <!-- CDF --> <td align="center"> <a href="http://www.mathematica.com.br/resources/notebooks/VelocidadeDaLuz.cdf" class="">Download CDF</a> </td> </tr> </tbody></table> <!-- Notebook --> <object classid="clsid:612AB921-E294-41AA-8E98-87E7E057EF33" width="615" height="5501" type="application/vnd.wolfram.cdf.text"> <param name="src" value="VelocidadeDaLuz.cdf"> <embed width="615" height="5501" src="http://www.mathematica.com.br/resources/notebooks/VelocidadeDaLuz.cdf" type="application/vnd.wolfram.cdf.text"> </object> <!-- REDES SOCIAIS --> <br> <table align="left"> <tbody><tr> <!-- PLUSONE --> <td align="center"> <g:plusone count="false" href="http://www.mathematica.com.br"></g:plusone> </td> <!-- TWITTER --> <td align="center"> <a href="http://twitter.com/share" class="twitter-share-button" data-count="none" data-lang="pt">Tweet</a> </td> <!-- FACEBOOK --> <td align="center"> <div id="fb-root" class="yui-wk-div"> <fb:like href="" send="false" layout="button_count" width="0" show_faces="false" action="recommend" colorscheme="dark" font="verdana"></fb:like> </div></td> </tr> </tbody></table> <br> Sat, 24 Dec 2011 17:13:32 +0100