tag:blogger.com,1999:blog-13306615071072647102024-02-21T05:38:41.132-08:003° medioVictor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.comBlogger56125tag:blogger.com,1999:blog-1330661507107264710.post-79468832023979681202017-05-23T14:00:00.000-07:002017-05-23T14:00:44.962-07:00C1 vectores 2016Dejo link de descarga de la C1 del año pasado<br />
<a href="https://www.blogger.com/goog_1790942238"><br /></a>
<a href="https://www.dropbox.com/s/04kwmkrf8moaoeq/C1%20vectores%202016.pdf?dl=0">https://www.dropbox.com/s/04kwmkrf8moaoeq/C1%20vectores%202016.pdf?dl=0</a><br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen para vectores fisica" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ4WkNAnFrF6cFDApBQ9oNyIgxkTXqcQ3cOY9-imw889Ls-XFv2" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-53608516924293854082016-11-14T10:42:00.000-08:002016-11-14T10:42:22.489-08:00Material de Parábolas para electivoQuerid@s alumn@s dejo link de una guía con materia para el electivo en miras de esta última C1.<br />
Espero sea de utilidad. Cualquier duda al mail.<br />
<a href="https://www.blogger.com/goog_879617119"><br /></a>
<a href="https://www.dropbox.com/s/9moc8talj94jees/capitulo%20parabolas.pdf?dl=0">https://www.dropbox.com/s/9moc8talj94jees/capitulo%20parabolas.pdf?dl=0</a><br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen" src="http://e-ducativa.catedu.es/44700165/aula/archivos/repositorio/1750/1995/html/Puente_405998452_245acf3c9e.jpg" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-19241232120004881332016-11-14T04:30:00.001-08:002016-11-16T06:30:00.911-08:00Laboratorio Estadística + ExcelEstimad@s: Dejo link de descarga de archivo excel a trabajar en el laboratorio (Parte I).<br />
<a href="https://www.blogger.com/goog_455450373"><br /></a>
<a href="https://www.dropbox.com/s/am170wx64634eyi/laboratorio%201.xlsx?dl=0">https://www.dropbox.com/s/am170wx64634eyi/laboratorio%201.xlsx?dl=0</a><br />
<br />
<br />
Descargarlo y guardarlo con su nombre y apellido, completar lo solicitado y luego enviarlo al correo del profesor<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvAUH_VkoR5_V2G_DrIjKoMrXDmnabxNB4FV9vaKkvFKbmp2lmpui0herEr1PY2pHBoH4YDHTPa6sWr52wc4AP27iLGYZwjChtuGx7TOpcQ1F0IBJMxsFvn4yRek_w4EZk7K8UQOoFI9N4/s1600/computing_stress.jpg" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-48991894636503943132016-10-13T04:18:00.000-07:002016-10-13T04:18:44.823-07:00Material Extra de CircunferenciaEstimad@s, les dejo un material adicional de circunferencias, dejo en claro que es complementario y no es considerado un material empleado en las clases.<br />
<a href="https://www.blogger.com/goog_1609325941"><br /></a>
<a href="https://www.dropbox.com/s/vhg457g3eta4vu8/circunferencia.pdf?dl=0">https://www.dropbox.com/s/vhg457g3eta4vu8/circunferencia.pdf?dl=0</a><br />
<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen" height="184" src="http://www.lanubeartistica.es/Dibujo_Tecnico_Primero/UD2/dt1_U2_tema_3_v01/2.1-intro1.jpg" width="400" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-54925544663807026232016-10-01T13:28:00.001-07:002016-10-01T13:28:06.519-07:00Guía de Estadística DescriptivaEstimad@s, dejo link de guía de estadística.<br />
<br />
<a href="https://www.dropbox.com/s/ouwvbype8u8zikf/GUIA%20Estad%C3%ADstica%20Descriptiva.pdf?dl=0">https://www.dropbox.com/s/ouwvbype8u8zikf/GUIA%20Estad%C3%ADstica%20Descriptiva.pdf?dl=0</a><br />
<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen para estadistica" src="https://s3.amazonaws.com/libapps/accounts/12330/images/Estadistica2.jpg" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-51638751615681235102016-08-26T18:34:00.000-07:002016-08-26T18:34:01.788-07:00Material extraBueno a solicitud de algunos dejos links de guias extras referidas a los temas tratados:<br />
<br />
Que tengan un lindo fin de semana.<br />
<a href="https://www.blogger.com/goog_254705503"><br /></a>
<a href="https://www.dropbox.com/s/oaa76cxnlelx4fs/Exponenciales.pdf?dl=0">https://www.dropbox.com/s/oaa76cxnlelx4fs/Exponenciales.pdf?dl=0</a><br />
<a href="https://www.blogger.com/goog_254705506"><br /></a>
<a href="https://www.dropbox.com/s/883zi2958m60gh3/Logaritmos.pdf?dl=0">https://www.dropbox.com/s/883zi2958m60gh3/Logaritmos.pdf?dl=0</a><br />
<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen para frases del dalai lama" height="273" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTEhIVFhUXGRgaFxgYGB0eIBkaHh8fHSIfFxgaHSggICElGxgYITEhJSkrLy4uGh8zODMuNygtLisBCgoKDg0OGxAQGy0lICYrLzU1LTUwLS0uLS03MC01LS0tLS0tLS0tLS0vLy0tLTUtLS8tLS0tLS0tLS0tLS0tLf/AABEIALoBEAMBIgACEQEDEQH/xAAcAAACAwEBAQEAAAAAAAAAAAAABgQFBwMCAQj/xABHEAACAQMDAQYDBQUFBQYHAAABAgMABBEFEiExBhMiQVFhBzJxFCOBkaFCcrHB0TNSYuHwFRYkgrJTc5Kz0vElNDVDdMLi/8QAGgEBAAMBAQEAAAAAAAAAAAAAAAMEBQIBBv/EAC0RAAICAQQBAwMDBAMAAAAAAAABAgMRBBIhMUETUWEigfChwdEFMlJxFDOx/9oADAMBAAIRAxEAPwDDaKKKAKKadLtbAabcSzOGvN22GPcwIGUG7A4PDyHn/sx6nM/U+ydpapJBc3DrfrbicrlBGjnaRAc+JpCh3ZBA6YzQCPRVjdaHcxwJcSQSLDIcJIykKxxkYJ9QCR64OKttG7F3LzWy3EFzFDO3DrA7naBklUUbjxznHTnkUAsUVNvtPZLh7dA7ssrRqNhDMQxUDu+oYn9nrnir/TexE++4S6huYWit2mULA75bnYr7RhA21/EcDwEUAp0VYQ6JctA1ysEhgQ4aUKdoPu3TzH0yPWpL9k75d26znG2PvWzGw2x5I3MCOBwfyNAU1FWq9mrwmIC1nJnXfCBGxMijqyYHIxg59CD0Ir1L2XvVCE2k/jdo0xGx3OuQVXA5IKtx/hb0NAVFFWt52bvIgDJazLmTulyh5k67Bxy3sKj6tpU9tJ3VxE8T4B2upBwehGeo6/kaAhUU69i9Itp7DUnmh3S28QeKTe4wWyMFQdpwRnkHqaWjodz9n+1dxL9nzjvdp25zj5unXjPTPHWgK+irCx0S5mRpIbeWRFIUsiMQGJAC5AxuJZcL15FSIOy167yxpaTM8P8AaqEJKfvYHU4OB5+VAU9FP8vZZJ9Js5rS0ZruWaSN9jOxdUDZO0nA6A8AVRN2aK6e93IJ0kWcRbGgcJtwQSZiNoYOCpXqCPfgBdoqwvdDuYYo5pbeVIpf7N2QgNxngn1HI9RyK+aXotxchzbwSSiMbn2KW2j3x9Dx54PpQECirGz0G5lhknjt5HhjzvkCnauOTlunA5PoK56TpU9zJ3VvE8r4J2opJwOpOOg6c+4oCFRVpF2du2VnW1nKq4jJ7tsCQsE2dPn3ELt65IqNdaZNHMbeSJ1mDBe7KnduPQBepzkYx1yMUBEoq1vuzd3CjPNazRohUOzoQFLDKhsjgkEce49a56joN1AyJPbyxtIAY1ZCC2ePCCMk5wMdaArqKeuwvZT/AOKQWmpWbhZlYhHLxnAUsGBUgn5CuPc+Yqt1vs2kVn9rXvgWuXjVGhcR92N20rOfC58BGAT0PpyAr0VoZ7JLHok9zc2UkVyjxd1I5cb0dhzsJ2/LkdPQ0mXuh3MMUc0tvKkUn9m7IQG4zwT6jkeo5FAV9FP9h2VUaNeXNzZSRyx/Z2t5mLrvWSQKcIfCQF88chwfQ0gUAUUUUBN0SZEuYHk+RZY2b90MCf0zTp8VdKkfXZYzkd+0RjbHBRlVdw9VGGGf8JrPqvG7X3xthaG6l7gDbs3fs/3c9duONucYwMUBsXamIiy1KKOKSR47uzRWlff38uYjwmAqcMq7Ewu0qABUKS6S4vLDUIHljWXUEjubWX/7d0ECkofQpgH6r0+UZjcdu9RcEPeSsCEBBIPCHK+XUE5z1PrXK57ZX0k8dw905li3d23Hg3cMVXG0E55OMnj0FAXem6q1tr010ITMIri6kdF69395vYe6oWb/AJacbC1S2uZ2t5nktpNGuJbdZPmjjLFgh9cOXIJ8mxzjNZTD2huVuTdrMRcEsTJgZJYFTkYxyCR086lQdsr5JZJluX7yUBXY4JKjovIOF/wjigNN1HVILKxsVEE8pn0uSJETb3eZQHlLcbtwYAkjyq50bXSLnQ7TJ2SaeWnH/aL3L7Q/rtMcmB/jNYpB2rvUtjaLdSrbnIMYbjB6jPUKecrnByfWpC9t78OkgunDxoY0bC5VDjKjw9PCP9E0Bp+j6y9ymjzysTI2oz45ztRj8i+ijcAB0AAFdNR1t5IbhpSRnWo4rdTnwCIqMKPLCLg44yT61nXZXtdItzaC7uGFrBP3+0IDhhuY7VUA5ZmI/wCbPlXDtV2rnlve+S7eVYnLW7MuNgJ3cIeAQcAk8naPQUBqltrT3HaaS3aQmGEsYYuMd7HE4yoP7WZJm468E52jGb9tdVW7itIre3ucWscqGSUAs4BDHO0YwnOfTdziqG57S3clwt0079+mNsgwGGM+YA9T9c1PbtveOZ2mlaV5oGg3MfkRmRm2KBgbghU4x8xPWgLXsE+NO1j/ALiL/wAzH860TV7NYLLVLYrI3c2VorTO/hdseERxYCIF4xt/HJ5OKabr9xBFLDDKUjmGJVAGHGMYbI9CamydttQaPumu5Wj7sxbSQQYz1BBHPAHJ5460A0/DHVmttN1iVSQVjgCH+67s6Kw9CCynPsKcfhvLIw064mMs8t3PcvuDbFiEcfdlpFQAOzBAMv5dMHOca0rtHdW8ckUExSOT+0UBSG4xzkHyrtpfa29t4hDBdSxxhw4VTxuHP5ZAOOh9KA1jTdQkjsrGO2ypl1V0JXyjE24rkdAdqk+ynyrjqey6gvoo2CrNrUcYOAR4iFLY6EFgW9/Osxg7aaggcJdyqHLlgpx4nJLMMDhiSfEMHk1x0/W7zulsoZX7t3UrGoHMm4FSDjO7cFwc0BqvxEZTpV8O7lGzUQgeVy5kdVAaRcjC5GRhcLjpjpUTsdqEFlpFndskzkX0jEQ7cmXY0ah93l3eeB6+9JXa/WdWQvbahNLmRULxuVYFVJ2nC5A5BPGM9ec5rv8ADC4upLj7Db38los+7lVLAsBngAjadoPiBB8I9sAM8Mq3VhLDsmsrm1gvbiEfsS2srsZEYY+qdOqg+wg/DYwx6XqU796Sj2u/udveBBJuGN3QFhz7KfSlDVdfvFR7FrqRoY3dNvTcA5PiPzEFsttJIz9KuYba402yt9Rs75h9qLRuiptwVHIbcSGw2RnHuOtAOX+9ebLWryKN4Wklt+7VjhkaRAm8Y6MVLOCPPBz50pfGWXOoI+fGbe3Zj57tmcn3xilv/eq87uWI3Dskzb5Q2G3txyxYEk+FfPyq/wCzdtPrN0TcXpWeKPfGzRB9yplscEAYJHXPX2oDQ9f11pe0NrZGTFuPs5kj4w8oHfKx98iIe4UDpXCxuo7y+jtI0uUNpc30skzFdxZt5eOIgcFmOc8MAMjkAjItU7SXVzLHLPcO0kZGx+Ay4OcgqAcggEemKau3upX9rc2kp1KWdjbx3EMm3u9gk3L/AGeSMlRySMkHB6UA/wBjMHuuzjiJotyXZCM5chCmV8bckYORnnBFLnZcpPYWUchyh1tQQehGzdj6Etj8ai9mxq1xc2aT37w/aVmltZCFlOTkuMA5TIyeSB0HsF7V7jU0tC7Tk2hupFUgoCZ1YyFwq+JTuyc+XT0oDRNQ0uaW11BZmK/adXRE3jOE71YwwU8FeNo8j3dTNchilt5YpI5Nn+14Ii0zl+9OUV3GQAoK7htXwgdAOaQjd3txpl1ftqcjFXhSWEp5hgE2vnAxnf4QOc+fNLOo9tb+dXSa7kdX2blYjHgOVwMcEHnIxzQGodsbaYWfaCWXcFkubZEU/wB2N0wyj0Ksgz/gx5ViFaFBfXt3p19ePqTsYlgjnhZM742cqg39OrSHgZz165rPaAKKKKAKKKKAKKKKAKKKKAKKKlWGmzTNthjdz/hGcfU9B+NG8HqTfRFopvtfhvfOASqJnyZ//TmvVx8Nb9RkIj/uv/6sVF69f+SJPQs/xYnUVO1LR57c4mhdPdhx+DdKg1ImnyiNprhm2dmtKjebQF+zwMJIbhpvuIyHCjIL+HlhtUbzznzyTmJoE9pDphuJbW3eSHUjFFuiXx5GcSEDLBUllIB4BVPQUu9nPihLaxW0Yt43a23qshZgxidg5j9B4lTxei48zmvftjGbcW4swFF2bvPfNksTjb8vTuwEz7Zr08Hy37Ow22pX83dW0cEdzbxxtNGZFDSYZoooQNq53L94fkXgA5yqZ2nsLS3154pV22i3CF1UcKjbWYADkKMkYHOOnlUt/ikxe5Y2cTCaWO4RXdiIp4wAHGMFh4VOw8cenFVF72lM2oNqZswyblMsZJZCWUrhnK+HcAcD2OOlAaO3ZtZNSi7+Gze3igubm3kiVFiuIgV7tJAgC4j3rnrkYznJJ96Bb2E19tzaSE6aXunijQrHcIQpkiIUKrEMSdoHQHFIFj8RpIJrdoLeNLaBJY1tyzMGSU7pN8jeIlmwcjAG1eOueemdtIIJZmi06NI5IHt9iyyZCPy5aRsszHgA8YAHFANs+mw6g2jTRWcCd99sDxjKp3du2E70jJbauM+bdMjIxcWsMBv9BuYO5Jm+1K0kMPdK4jG1fusDaQGIP09AKQdH+IxtksVjtV/4QTLy5PerN/aBhjjLYYEdMAcipMfxNUPZuLCNfsRlECrK4AVxjDZBLEAL4ickgnzoCJ8P9Jju9XImUPEhmmdD0cJkgH1BbbkeYyKeLC3/ANpW+hx3KIFmuLt3WNFjVlj3NjagAAIXbxyRznPNZh2c7UtZX32yGIbdz5iZiQUfOULYzwDwfUDr0pz1TtZewwWF39gSGKGUm0cSZXu2THdFMluYwMucHOT1NAVHxMa1aK0eJrQ3H34nFrt2BN+YQdihcrGducZOB1xT52VtxaTRWkUUW3/ZTXMz7F3mV+p70jdtHCgZAwTx0xkPafWobl90NnHbDc7ttZ3Ls2M5ZjwoxwqgAZPrWgaH2zvntROunJLHBbm3uJ95UyxIpAAyc+ESFm2g5JUnGAKAl2ujWNvpsSXDWqLcWMszM4XvmuHw0Rj8JfCKGUBSAdxyDmru3FrNJY2k1vHIZtIjMruuTGiplO7b9g7u8JI5+TptFZbcdtlktIreayilkt0eOCZ2fKRt0DRqQrlRwpPAwDg857XHxCdodq20aTi1SzE4ZsiAAAjYTt3sQ3j6gNjyzQD12ZjT7T2dkWKJHeO67wxxqm8hSoLbQMnA6+59aprDS4rzT7WMxRB31buHlVFEhjKsxDOBk8OevovpVLpnxEWE2DCzBaxR1jJlbxFxhiw2+pY498eVd9L1e4GnmS0sQsVrefajMZt2yTIAVkJBZe7KJx1wT60A1axun0/UbeK3jRF1GK1gSJFQkK6qFLAcnODubJy58q99pOzVtNZ9wgtlkhv4bcGCMqYg+1GjaRxulxu3GQ/MR0GMUqX/AMVXdZFSziiDTR3CbWbwzq/eF3yPGWfr04AHlmuer/E4yxyJHZxwlp0ugyuxInUhi7bvm3YA28AAUA0do5Aun67BFBFFbwS2kMOyNVPgkG4O4G5+fFliTmRueaxatIv/AIhSX6z2aWMY+2tHhUcg/aMj7zJHJYiMYOAAg9SaQtV02W2laGdCki7Sykg43KGHQkcqwP40BEooooAooooAooooAr1HGWOAMmulpbNIwVRyaddI0mKPA+Zj1Pp9f6VxOaiskldbm8Efst2O7xlaf5OpGevtWrafHHCgWNVVR5KMfwpfs5AAAp6/pVzbTZFZl05TfPRr1VRrXBd2+oqDg7av7GeJ142k+YHWk6O8hBC98oJ8lP8ASmGxuV28uHGOMkf+/wCtRxTR5Yk1wWF3p0LqVkjV1bhlYAgj6Gsh7ffCbaGuNNBZRy9ueWX1MRPLD/CefTPStShRSc75R7BuPzxn9a6KQrfKy56bn/kWP6ipIWuHKIJ1KXDPyYykHBGCOorSeyXYywn0+K9uJLhMXIgmCsmG3YC90CuRzJGSSTwj4HSp/wAZuy2D9tj68LMAOvkH/gp/5feqDSNZtl0yC2e52yC/W5de7chYwBH1AwSAC+B6461pVWKccooWVuEsMtO03w8tba3v9k0r3Vm0TkeHYIZZCqKeMmTu9rseB4gAOtd9W7IiPQ5Sv2le5eG4LOqrHcNLtjOxSBIBGOm/B8ROPFx81jtXZyHWHFxuN4bcwqY5PEIiGKtxxnGz9am9pe12lzx6kUuJu8vhauVMRAXudv3QPPiO1vFjaNy9cGpCMVviF2Vt9PAhAuO/DR4lcjuriNo8u8QC+HZJhdpZjg5+k3sh2HtZUsRdNP3l+8wi7plURJEPmcMjFizDAHACknmuHbPtBbGwSwguZLpUuDJC7oV7mDaVWHL+Jj4gegAwMeQDb8N+0VnM2kxtv+123fwqm3w4k57wvnHEYZdvXc3oM0AtL2JtO7snzcH7RfPauN6Dwhyisn3fB+XOc9D0zxI0X4eQPPdd79oaCO++xQiIjdkuQXkbYwwkeG6cn085vZ/tnYxRQrdF+9tL6WVFCEh1kJG4sOmwsWx1OwAdePLdrrN01C3F9NbCW8a7huI45MtvA3RsilW45HOATz5UAo6T2NaXVjppfAWWRHkA/Yj3EsB5EqvGfMina40mK90zTLWzEscc17MB3pDsoXdliVVQfAC2McHIz50odhO0cFnqouHaRrdjKrO4zJscEBmAJ8WcE4J88Zpss+3Gn2qactu7utlcSZDRkNLHIjK8o6qDudyEJzjaOKAV+3/ZGK1ht7i3EyxyvPGVmILAxOVVgQq8SIN+Mcc8ninDVLSCSz0e1tftKPcJPHEd6AKsrqJTOAnjGMnCleBSH27vIJJMwX1xdgu7DvVYLGjHhF3sWLDzOAOB+F/F2ttoE0aVJTJJZbhNGI2B2yEs21mwpKg7evJ56UB1n7D2LBZIWue7iv8A7FOC6FmzgLLGdgCjcR4SDx9Ob3Sux+lW2rw2okuJbiOYHYxXZjY0qbjs8W1UXd05cY6GqS+7U2SFILe4ZopdR+2zSmJl7tAQViCnLMRgksABkL74hjtXbxdoBqKymWBpGYkIylVdWTG1uSVUg8dccUB60nQLTUL64ZIr1o1cF0QoWLPI25zJsCKgA4Tl2J48ys+fRRY2naK1RiyxmxCk9SrSkjdjjO1gD6+nlXzTdc0uCG6tvtUro88VysiQMpk2Pu7kZbIOFGHOAC5445+9pO09jMuslLrJvfsxhHdOP7HDEMcYGSNoP40Bz1X4bQQW0jSNOstsLR7mQ4MbCdsOsQCZzENpzk5yeOgEHWeymnrYxXMbXUclzOY7VZXV98QbBmaNIVcDH7I3HJXrmpfbbtJZX7pOb+7RZe4E1qEYrGQVDvktsICKSAqklsE4yamav2m0w3kN4Lh5Vt2t0trZYWRYYo3UsctwzbQSBxyR6CgIvaXsuul28OoWouY5knMP/EBPFmNmWWNVHh88KSSCMHkHOd6vqUlzNJPKcvIxZscD6AeQAwAPQCn/ALb6/p8tjPb21xI8jX73eXiZQ/eBgQnptDgZbGSjHHIrNKAKKKKAKKKKAKKKKAYeykYyT5/6/wA6ZbaUAglgMk8c4HQ85HnSvpUmyIY/aJPXFWUV0M4ALsPJf5noKjvhjgtad4HK3HhBA/GoFvqMsuWhZUizhfDlmAJGclgFBIPkTxXnTNPluI9juFXIwqsc4HkW6kc+WOgpq1rSnQs+9XAVfF0BULtHA9gOBVHCjnyaOXJpdIXH7OSXGWjgRCSCH3NwAMEAFuckg5JyMcEDipmj3dzaMUmtRICADtbDceaqeCev7Qr19ivHbCXCYXOSmCOnG1yD544C9M8+deIpLkJicZdMEMORg8H9aNvp4OVBZ4yaPoepQTQCSMkqcjngqRwVYeRBGDVHr+vLCdscokuCN20t+z7LmuGiamxsnjMmCCdqjAJBPUEDPU+tUf2WGBGln8ZYb2Lc5HkXbnyxXDis4PFF9s+Xfap5BJbagqKrqVLAghcj++pKkfjwaxq6h2Oy5DYJGQcg48wfQ1r9mtlcbkjQxuM7kOR7HAIBB9vrWU2k5R8NyucMD6Z5q1pu2kvsVdTFfT/6QaKnazp7QTPG3kTg+RGSARjyOKg1bKTWHgKsNE1me0k722k7uTBG4BSQDjpuBx06150bSpbqZYYVy7H8APMsfID1rS+z3whZbj/jHR4gAQsTHxk/3jgFccfXPFcSsjHs6hXKXRld1cNI7SOcs7FmOAMsTknA4HJ8q5Vsva34R26xzXNtcGNUjZ+5cbhlQSQJN2QCBxkHnz54xqkJqXQnBx7CiiiuzgKKKkWFlJNIsUKNJI3CqoyT58AewNAR6Kn6votxasFuIJIic43qRnHXaehweDjpXrSdEmuVmaFVIgjaWTLqCEXqQpILY9geo9RQFdRXS3gZ2VEVmdiAqqCSxPAAA5JJ8qmabodzPI0UMEkkiAl0VTuUA4O4dRgnFAV9FfSMcV8oAooooD6a+V6IrzXTTQCiiiuQFfQK+Vd9lovG74+RePYnz/IGjOoR3SSIxjbCqwK4A68VcW8qhQBwRxx/OvepQAIGPVsnH86qLfOBXU5+qsNE6jsfA8aNNs24PJ8yc/kP5022ahlG5wTkjGcnzIKj6dcc59uaz3RcN85PoPYVpHZ77JjBjjPGfGN2frms6yOG0aNcm45IE7yIxWI7v3ioI/IZ/WjTbedpCWPjYEKM9M8Et6DB/PFW19q8LEJbWu9vUOyoPyYCvOmX8PiM821skMqnjjjknxHGPM1A+uiVNjB2f0fajI2MMMH6fh5+9K2uo9u/duRtIYcKB4DjK4XAKnaOOnT0q/0ftDCrEbsgdDnr+Nc+006XMRZdrND4sHnK+fHnx1HtnqKJtdkaT38rgXdMWAuAY4gc5VlTD++SOceoPHn1FZ5faH3dw5V4i5u+6CM3iUPhlkEfmuG+byI6edahpVhGqiWOEH9xt2P0DD8KUu1iw205u2j3s4CA5PgbB524HiK8ZP8AHkTaeWJtPnK/Uj1MMxTXGGZ52lmLXUxySvePsJ/ubjjHtjn8arKvo4H1C8SOFfFIQoz+pPsBWmar8H4LWFHed3kLKNuAA3mcDyGM9f51qwpzHdJpfnwZDeZ7Vyzx8MtJ+yQGd1BkkCk5Pyj9lfXqcn/+aebG6KIZGJBbr0wSfTNU6r4440UYXl/3iOMfh/EVb3y75UiXHhGW48z0/Lr+IrHm23lmzGMYpRRZTCOWBopQHEqlXH7wxwfYHqK/NPbPQPsN5Lbd53gTaVfGNwZQw4ycdcfhX6EmMkk6QR48A3uTwAOgHHmTn/wmsU+LcDJqDBxglE/mP5VY07ecFXVQWzd5EuiiirZQCrzsN/8AUrH/APKt/wDzFqjqVpl+8EqTRECSNgyEqrAMOh2sCMg8jI6gUBrkem/bI5YJF3htbm7sFtvhCO8o3AEhdoBO3zx580XNjbxmeW2VFWfRJnYRoyKx7xV3BHJK5AHGT06nrWcydtL0zxXHfYkhLNFtRFVS5JciNVCZck7jjLeea6y9ur1gQzx4MLW/9hCMQsc92uE4UHoB0xxigNH/AN3ba2+wjuYlnh1CzgkKmTd97GHYPLuG9gSHDKFCkYxgcrfZVwmq6oRwFh1HHn03fj0FUM3xD1B9u+VG2vHIMwxH72MbVkJKZLhQBuPJAA6AVXWfaa4inluEMfeTB1kzDGysH+YbGQqA3Q4A4JHnQDr8JezUEwEl3CjpPN9nj3hyW+7d27sLgKRgHvCTjGAByatezmj6dJbafFNbJ3l1Hfo0q5ygg3nvACSC/gXBPAw3HOKR7f4i6imNkyKFKsgWGICMqpUd2oTCZVip2gZBIPBNRoO2l2ndbWiHcrKsY7iHCrL84A2Y8WSPoSB1NAPKaNaPNDeC1hitxYwSujd46LJJO0K+BTukLBcdRz4jn5Si/EDTY7fUbqGEbY0lO1f7oPOB7DOB9K92vbm9jCBJVASJYVHdR/Irblz4eWV/EGPiBJOeTVRrOqS3UzzzsGkkILsFVckADO1QB5enNARTXk1L1CzaKRo3GGUkH8KikVZvqlCTizmLysnmiiiqx0FNfYdA63Ef7RVCPpnaf+oUqVN0i8MUqtnA6E+x/pwfwrySbWESVSUZpsb9ehCEoM4AYfiM9fb/ACqmjt8AL+dXl3fLIJDIFxywK/tH69cE+VU80n3maloSUHKXul+5YsX1cFnBalR+FWemucirDS7XvomIHIAr1pOn4BfzBIxVBzXOS3XHAz6DOsYy/wA59fIegpV7UaPukkYplHJPtz513vL5o3BJ4xVhB2xixtaN5Bg/KueB159qihui8okmk0I8Nu8IKpyvlknj6Vb9krWSScbnfbglsEgY/ujy59etTl1DTncs/eJg/I3Q/hirmPXYCmYXUgcY6EV7bZxwhCtryVcV09lMUySv8R5fjVd8QNXS4tHH7StGwP44/gTX3W2aXxryADn2pW7RW7R2wLdZHHHsAT/Suq4KUlJ9nF8sQkjr8LNYjtb9JJflKlc+hOOf0rW9d7TC4uHYBmihA2ADhgB4uvqcjjrtFU3YnR0tdHnNxDG7yK8hV1BwSNqDpkcgH2JqmjLpEin9sjPHkvrj321ct1MZ1qCXKzz8FTT6dwlvfsMvZ+ZsPLK52bSWAy21vm3A8Y9PLOasezrsZHklYZbnr68j9MVUOxRYo16t4m5xwOAOB5k+fpVw8ioEjQeNl2k4+VPfGB6Acce1ZzZdwWGkzHLy5UB8HPmVHQfqT+JpG+Mdlavai62H7SXRQ+48rg8Fc4xgen86a+0M4itTtABICjaPMkD+H8KzD4jXbNbRKx53g49grf1qSmLymcXRi65MzuiiirxkBRRRQBRRRQBRRRQBRRRQBRRRQDH26vkmvp5I/lLnHvil819JrwTV3U3b5NnEI4WANfKKKpHYUUV9AoCbp/PXkAjj/KrZhnNVGnHBNW0Bqe3/AKF+e5PT2PPw9u/vGiP7S8fUVeWEP3k6e/T0yOKz/Sb0xSpIOqkflWjpIPteQRtnjDKf8Q/0KyLVhto063wU2raMXwVIDD+8Mr5/MB/rpUGW1vztCBGKkt90Ac545U8kfQdacpYNwOOCDyPQ+9VfetEDlce48qV2y6OvThLl9iteahcqGEtqhOQSTGykYxwQc+lVtlYSzS95HC8aAZbcuAMemeufanB9Tn5XvSQcckn+Bqw0O3Yt4mLEjzNdTvaXKPf+PCPKZXaZp2YQGHLsB+A5P6A1FjtI7nUQrDKW6g48t7ev7oGcfSmXVHWBJJn+WJCfxPQfXj9aUfhzfEJPcsMvI7EfXp+Q4qOEnhy/PzBHPDaj+fmR51dt8qWwH3fDvg8EeQ/P+VfZtJV5RtAxkKPZVGT+pxxVBp2p5upmyWAcAfQDHH41e9mrsNvYHgEgD6Hz/H+FcvOTvPGT5Pphe7LZ8KgKuB0A9v3s15iAldmDdGBTjPA4z18zk/pxVppsm5XcnBY4X2zwD+ufxqt0jSzGoXngfl6ii5OeiJrshWaFScjxMfrxj+JrMvifeBpURTnGWJ+uB/I1ql04JkDAcYAz+f8AOsW7dsPtRAbIVVA9upx+v61Zp7RFqnioXqKKKtmUFFFFAFFFFAFFFFAFFFFAFFFFAfSa+V0ggZ2CopYnoBTVpnZHGGuGx/gU/wAT/SuLLYx5ky1ptHdqHitffwK1tbPIdqKWPoBV7bdlJMZldUHoPEf04/WmgXUEI2oAo9B5/Wqq81dT0P1NVXfOX9qwbtX9I09SzdLL9ul/JXXNhBFjALHHVj/IcVTSmrG6laRjsUnA8gTgetQMdRU0M45KWrdbe2tJL4OcJPnVlYuagg448qsNPXA+tSuXGEZ8U1LknximzS74vCoB+8hO5Pcea/iKV4Rg1KQlDuU8+n9KrSWS5B4NN0vVY5CHB5IAYev19x60xpaQseV/17VjMN6c7kPPmuf4VeWvaxwAGOMf65qB1exL2aFc6PAOQozXCO0WLLkgDr+ApLuO3ZAwFGfrVee1ckhLOCwHIjH7Z8g3ogPJz1qP0ps6w+jz8WtbxElsvzSHvJPUL+yD+Q/I1G7Lyd1bjb1UZ/E8/wDUapbns3dXjvPJIm9ucEngegIHlVpo1m5aJPInk+Xh56/UVY+hQ2p9dkTpuhZunFrPRc2EZjWQgZIbJPrkgfxP8KtbBDFC21sFgQvtnz/nXeDTfuOesjgn2QHI/gK43SMGCAeYx9OKjzk7wW1sxVUCnp1/MVdRz+HJ96pLVMcedd7+52Ic+lDx8nie33B3z8xP4YGP5Vg/apCt3MD1DnzzW2Pd7Ylz6ZrC9bm33ErHzdvyzx+lWaV9X2K2sf0JfJBoooqyZwUUUUAUUUUAUUUUAUUUUAUUUUA3XN3HbDubYDeeGfqT+NRlguH+ZyPqf6Vo3Z/4dRND9/ku3ofl/qfrS12l7JT2TZViYz0by+jDyNUYWVyeE+fd+T6CV8lLlfT7J4wv3FaTTZd3K5HrmrnSraPvF71T3efGAoLY/wAJNeINRDEK42N79D9DVgvFeWqWMMu6eqmabg85/Q0/s3pVgY2az2nPzg/N9GzzSb237ICTc8ShZF6gDgjyP8jVBHePBKssbFfceXsfUH0rVdMuhcwxXQXAz3co648vyyQfoaybIWUT9SLz+eSC6lQ4fR+ebiFkYq4wRwRXyGYqcitg7a9h97nYBu/Z9GHoT6+hrJtR094XKOrKQcYI5B9DWvptVG5fPsZ9lOFuXKLSxug4x+nmPp7VNOceo8iP5ildSVII49DV/p16JB6OOo8iPWp2iOPBynYg5xz7da5m+foef3hU+SQE+Wajsy8kiuTvLIb3bf4R9B/M1b6GeShPO7xe9UkI7yTAHA5P50wdnI+8u2Hlnmob/wC1o0/6dxJT+cfyPNlCFXPlirDRtNyq5THH8alWmmE4JHHpV/ZWOOnFUIJnWt1Km8LwR2tR6eWKiyWSgEkcjpV+0GOtQNRIVSc+VWoxMvdkoVcKMml291DfOqD5c5P0H+eK56zquM4PFVGkOeZD1bp+7/n1qzGB6nyMep3K7Hb0BI/AVhZrVdavPuJv+7f/AKTWVVLUsNlXWPOEFFFFTFIKKKKAKKKKAKKKKAKKKKAKKKKA/VNi3FTbm1SZGjkUMrDBBqvtCAKm2tx6+dYMTcmjFe1nZs20xiYbkPKH1H9RVJDcNCQHO6M8Anqp9D7Vu3a7QxdQ4/bXlT7+n41jGraeQHjYYYZGD6itGm3csS5IE5Qe+DwzpMoZSPUfrT38HLjetxbP0ZQ2PceE/wAV/Ks20G83Lsbkr+o/yp8+F/h1AY6Mj5/LP8VFQaiG3MfBr3TV2mc13jn/AGuTTzad9AoPzgYB/wAS8Uodo+zCXqEbQJ1GBn9sD9lvceRp6sxh5F/xbh/zDP8AHNRNZtdpEy+WN39aypRccWR7XZk1XOM9vv1/B+ZNV0h4GYFTtBIZT1U+hH86gqMENGeR5edb32/0RZoPtca+NB96B+0nqfcfwrHbjS0Jyh2n08q2KNTvjlltUKyO6H3Xs/gj2j95nyPmKm3UW2PA9DX2LTznOAG9R0P1qw03R5bpu6RSP77Hoo9/XjoPP86l9RENmmnX35KPs3YySynukLeQx69eT6ep9613sX2NW2zI/jmbqfJfZf61bdmezcVrGEjX6serH1JpkiiqtObm/gOzZBQXg5RwVJ3qg5NejxXnuB1PNexjgrOWezncSjbnFZl207Q7GKA54OQPb/KnTtLqiwxsfPyHqfSss1K/WO3llIzI/Ujrk8Ac/sj/AF1r3ftaWMsuabTOxOT4iu2Lxvu+bnhB+vtVx9qAHUUvaYAwwP2SQfLp58/zq6ttPYnk/TirfJAmmuC17L/eXIByAQwBHUEgjIPqM0g9pbJVYOgAB4dV6I4JBAA6Dw8Akk43HGcVpGkqLfdcMPDGC2fL/X9aUtQVZYpUG4sC/h29425A0jsjkgIu5+QM5UEknAB5i2pkd0N1YlV0ghZ2VFGWYhVHqScAfnXOmb4cbf8AaEJfGBuPPqFP8s1ZZmof+y/w+tIgBc4luMZZScBfoh6jnqR+XQTb3sZp1wgYBY1Y7VdQE2tnHQAZ8QxyDjOeelddYZSHMmcAMSdx49SvPhPpjFd/hdoffQrNMSZEkbd97IWBGCqjxcDG09f8oNVCenip2SxnwT13UWRcYx68+5kmq9kpLe6a3mbaFVn7zaeUAzkL1z7f5Z73nZARKXkuQoDbTmJuCACdwGccMK1L4sWSGaEqGMiphVBGWDERsG3I+RtZScqelJk0UqKQDcMx7s53ReLvI3ZsyCFj4e77o5OCCPlXivaLXZWpe5C1h4Fw9kSWKrOvziMbkZcyFnUDzG0tE6789VwRR/uqu0N9oJyoYAQvllIc5QdSMRu2TjwjPtTU1pNvdBLIPvSilhCAWGZBN/ZYwW2nGcgn5s1xeNwDnvyoVwEAiyAglZQ2ICCGIGOAF7w9ealyeC7F2SDMVF0hw4jY7H4csEA5A4yc59MeuB8XsopVWFzkMQF+6bJJEZHGfMTx/mfSmW9hkXLj7XKwLAgNG5DB3AyDBjloo33eXe7uc+LsbJ0cKvftiUJkCDgDuwsg+4PG7aAB8oiX08LIFaTscQM9+CPGSdjcKhKsceu9SAvnkc81Xa5oRtguZAxJwcAgfKrgqT8w2uvPuOvWnNTNsZwJsKgfaO4JbcIpWHNuNpzKXHB3GJ+h5qi7bWzBQS7FY3aJAxTlVLICFRE24ES+HxeF059SYNyshxVnGgzVZa/LU5TwKwUbsiehpU7b9lxcKZIhiVR/4h/WmJDzUzyqaEmnlEL4PzFIGhnyRjk5HseorT/hgQb5fLwPj34HT8KXfixGounwAPlPA88VafDI/f2h+v8A0tVq576dxYob2Th4cX+hsmcT/VB+hP8AWprKCMHoagS//MJ+438RVgKzoef9mXPw/go4YO7dom5RwRz5g+X8qxntdohtZ3iI8PWNvVD059uh+lbpqo4X60v9roFaS03Krcv1APkD5+9c0v05uK6NDS3tSy/K5+3kzTsv2Umnw0mY4vf5m/dB6D3P4ZrUNM0lIlCxqAB/rk+Z966WtWqCra+p5Yv1EpceDxFFXavVeWqZLBTzk85HWoGpXwRSSalS9DSJ8QHIgbBPQ142SVxyyg1nUzcuz58CghPf1b+Q9s+tJWtTMYwGGFDAHJOD1645I+lNMI8Bpa144RyOoK49ufKq1M91uX7n1N1Cq0koR9mUelTmNgeBx4vLg9OvU8+XkAfWnnT3DAMuCPbms7PQfu//ALEfwq806Vgs5DEESIAQegIlJx9SAfwFazPkovCH7UneSIwQoC2FZg37fiz3ajqSwBz04zSNqthLBvSVW8KhccqEeU7j4T83hXGRxwvPTPrVblz3QLsQzNkZPOGwM+vHFXGusWsHLHcVm2qTyVHHCk9B7ConLbhry8FmMd8JfCbM1YYOK7WV00TrIvVTnnofY+xHBHoa762gWeQKAAG4AGAPwqDVpcox3wzXrHVY71VMbgNyzxnGdwHAI813ENkdcAeoq77O679gi3yBY1YMJN3HiDuysFzliVcqQOTtQeVYNRXV+L4qNiyRwhseYjrrfaqO+vxLck9yoYJ1XOfNtviAPAwD5DOOTUrvdMC/dyDIzjcbgA+E4PD8febBjnC5OW60gUVHsSWFwTRnjwaDc3emE5Vl47wLgzg4yO7yQ3mM7yQTx9DX2W604rgPFgBtv9sDu+9K7nU7iMmDIJbHi2nAyc9ops+T31PhGjW11pak4ZOCNgbvXAXvOm2TKj7kDnB8TNgjiud9caY5BLIWwT1lUFwVA8MeFUbN/IHzbevIOe0U2fI9T4Q+xtpg478vgttZzMDy2cYVgAAv5nz/AGag9sra1ESNDgsSuG3sxZMNnAaRiBnbwQCPU54UKK9289nm/jGEf//Z" width="400" /></div>
Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-7261860881766812242016-08-02T09:04:00.003-07:002016-08-02T09:04:48.941-07:00Material de logaritmosDejo links de descarga de guias<br />
<a href="https://www.blogger.com/goog_1935005370"><br /></a>
<a href="https://www.dropbox.com/s/10ez0va3t5uuz4v/C1%20funcion%20logaritmo%20-%203%C2%B0A.pdf?dl=0">https://www.dropbox.com/s/10ez0va3t5uuz4v/C1%20funcion%20logaritmo%20-%203%C2%B0A.pdf?dl=0</a><br />
<br />
<a href="https://www.blogger.com/goog_1935005373"><br /></a>
<a href="https://www.dropbox.com/s/00117063le75b59/C1%20Logaritmos%20-%203%C2%B0%20A.pdf?dl=0">https://www.dropbox.com/s/00117063le75b59/C1%20Logaritmos%20-%203%C2%B0%20A.pdf?dl=0</a><br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-82029893310131339452016-07-12T09:06:00.000-07:002016-07-12T09:06:06.358-07:00C1 2015 - Función Valor AbsolutoEstimad@s dejo link de C1 de funciones<div>
<br /></div>
<div>
<br /></div>
<div>
<a href="https://www.dropbox.com/s/qjv6yit8rz9yd2o/C1-2-II%20funciones%20%2B%20f.valor%20absoluto%20%202015.pdf?dl=0">https://www.dropbox.com/s/qjv6yit8rz9yd2o/C1-2-II%20funciones%20%2B%20f.valor%20absoluto%20%202015.pdf?dl=0</a></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-54608973685601421862016-07-01T05:31:00.004-07:002016-07-01T05:31:39.840-07:00Ejercicios Función RaízDejo link de lo prometido<br />
<br />
<a href="https://www.dropbox.com/s/bjha99b1203vcat/Gu%C3%ADa%20funci%C3%B3n%20ra%C3%ADz%20cuadrada.pdf?dl=0">https://www.dropbox.com/s/bjha99b1203vcat/Gu%C3%ADa%20funci%C3%B3n%20ra%C3%ADz%20cuadrada.pdf?dl=0</a><br />
<br />
<div style="text-align: center;">
<img src="http://www.gnosis2002.com/tabla_archivos/tabla_html_m51fec765.jpg" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-69344443972930927672016-06-16T05:45:00.001-07:002016-06-23T18:26:13.473-07:00Material para ElectivoCumplo con lo prometido, dejo link del capitulo del libro mencionado en clases<br />
<div>
<a href="https://www.blogger.com/goog_129520196"><br /></a></div>
<div>
<a href="https://www.dropbox.com/s/qt545v5um48jq5d/capitulo%20rectas%20y%20planos%20en%203D.pdf?dl=0">https://www.dropbox.com/s/qt545v5um48jq5d/capitulo%20rectas%20y%20planos%20en%203D.pdf?dl=0</a></div>
<div>
<br /></div>
<div style="text-align: center;">
<img src="https://p2.trrsf.com/image/fget/cf/460/0/images.terra.com/2015/07/06/gettyimages-dalai-lama-collage-3.jpg" /></div>
Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-50539152491063748532016-06-14T12:13:00.001-07:002016-06-14T12:14:05.691-07:00Guías de funcionesEstimad@s alumn@s, les dejo links de descarga de las prometidas guías de funciones para el plan común.<br />
<br />
<a href="https://www.dropbox.com/s/082urrn4gpqrz4w/1%29%20Funcion%20lineal.pdf?dl=0">https://www.dropbox.com/s/082urrn4gpqrz4w/1%29%20Funcion%20lineal.pdf?dl=0</a><br />
<br />
<a href="https://www.blogger.com/goog_1166708351"><br /></a>
<a href="https://www.dropbox.com/s/e3wroq6h6f1qxt0/2)%20FUNCION%20CUADRATICA.pdf?dl=0">https://www.dropbox.com/s/e3wroq6h6f1qxt0/2)%20FUNCION%20CUADRATICA.pdf?dl=0</a><br />
<br />
<br />
Cualquier duda al mail.Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-86609537854430481842016-05-13T05:42:00.004-07:002016-05-13T05:43:43.182-07:00REGALO!!!!!!!Para que no tengan que hacer grandes esfuerzos en conseguirse la C1 del año pasado se las dejo acá.<br />
<br />
<div style="text-align: center;">
<a href="https://www.dropbox.com/s/yskpx0mhulriwnz/C1%20funciones%202015.pdf?dl=0" target="_blank"><img src="http://www.imagenesenlinea.us/img/desmotivaciones/12963_la-verdadera-sabiduria__th.jpg" /></a></div>
<br />
<br />
sólo aclararles que en esta evaluación se contemplaron mas temas de los que logramos abordar a la fecha, en particular lo relacionado a la clasificación de funciones como pares e impares además de la composición de funciones.<br />
<br />Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-35666113655788715532016-05-10T11:41:00.000-07:002016-05-10T11:41:13.338-07:00Guía extra de funcionesDejo link de descarga de la guía prometida<br />
<br />
<a href="https://www.dropbox.com/s/vqm36xu3yeo81y8/guia%20N%20-%205%20-%20Funciones.pdf?dl=0">https://www.dropbox.com/s/vqm36xu3yeo81y8/guia%20N%20-%205%20-%20Funciones.pdf?dl=0</a><br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-25646083036305790392015-12-01T03:48:00.001-08:002015-12-01T03:48:16.781-08:00GUIA PROMETIDAEstimad@s les dejo la <a href="https://www.dropbox.com/s/5amicnaua6kni9h/GUIA%20ESTADISTICA.pdf?dl=0" target="_blank">guía</a> prometida en clases.<br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen para estadistica descriptiva" height="216" src="data:image/png;base64,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" width="400" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-36721906218725538602015-11-27T07:10:00.001-08:002015-11-27T07:10:17.306-08:00Libro para Electivo<br />
Estimad@s dada la insistencia de Ignacio Medina les dejo un <a href="https://www.dropbox.com/s/p2vmgaf4hi2m9tx/lehman.pdf?dl=0" target="_blank">GRAN LIBRO </a>para que puedan estudiar y preparar temas para lugares geométricos en el electivo.<br />
<br />
<br />
<div style="text-align: center;">
<img src="http://descargas.pntic.mec.es/cedec/mat3_2/contenidos/M3_U6/conicas.jpg" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-51566078169828802202015-11-13T03:15:00.001-08:002015-11-13T03:15:46.857-08:00Apunte Extra con ejercicios Estimad@s, adjunto un <a href="https://www.dropbox.com/s/3kucmb8qwlww64l/Estadistica%20III-Trimestre%20-%202013.pdf?dl=0" target="_blank">link</a> con apunte más ejercicios de los temas trabajados en clases:<br />
<div style="text-align: center;">
<img height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3OKudlMY9Iuli2Li8nKxznZdLPTbi3yeDqblH-ikQxE2IUptEwCCfXeKyiODN1MhkepgOoCzJFLtIosoip1NM2GySqYeZXe-pJUwVnt9tfjkGHXtD3ohxkuw1TUsgq49Sjs4VOeTCakA/s400/tecnicas_estudio.png" width="400" /></div>
<br />
<br />Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-85094701394727093742015-10-06T05:49:00.001-07:002015-10-06T06:43:19.466-07:00Pseudo C1 de exponenciales Y ejercicios PSUEstimados, pueden descargar Pseudo C1 de exponenciales<br />
<br />
<a href="https://www.dropbox.com/s/umil27yg0uyd06t/C1%20funcion%20exponencial%20-%203%C2%B0A.pdf?dl=0">https://www.dropbox.com/s/umil27yg0uyd06t/C1%20funcion%20exponencial%20-%203%C2%B0A.pdf?dl=0</a><br />
<br />
<br />
<a href="https://www.dropbox.com/s/eiwab6xfscjstzf/EJERCICIOS%20DE%20LOGARITMOS%20Y%20EXPONENCIALES%20PSU.pdf?dl=0">https://www.dropbox.com/s/eiwab6xfscjstzf/EJERCICIOS%20DE%20LOGARITMOS%20Y%20EXPONENCIALES%20PSU.pdf?dl=0</a><br />
<br />
<br />
<div style="text-align: center;">
<img src="http://ecolisima.com/wp-content/uploads/2014/03/todo-esfuerzo-tiene-su-recompensa.jpg" /></div>
Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-52232519835200773492015-08-31T10:23:00.000-07:002015-08-31T10:23:36.936-07:00Modelo de Ev C1 de logaritmosDejo link de descarga<br />
<br />
<a href="https://www.dropbox.com/s/10ez0va3t5uuz4v/C1%20funcion%20logaritmo%20-%203%C2%B0A.pdf?dl=0">https://www.dropbox.com/s/10ez0va3t5uuz4v/C1%20funcion%20logaritmo%20-%203%C2%B0A.pdf?dl=0</a><br />
<br />
<div style="text-align: center;">
<img alt="Resultado de imagen para niño llorando" src="data:image/jpeg;base64,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" /></div>
<br />Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-3543849179735467692015-08-11T13:27:00.000-07:002015-08-11T13:27:35.483-07:00Guía de Ejercicios de FuncionesAdjunto link de descarga de guía asociada al tema tratado en clases.<br />
<br />
<a href="https://www.dropbox.com/s/1aqyx0dq938ujm1/MINI%20ENSAYO%20FUNCIONES%20I.pdf?dl=0">https://www.dropbox.com/s/1aqyx0dq938ujm1/MINI%20ENSAYO%20FUNCIONES%20I.pdf?dl=0</a><br />
<br />
<br />
<br />Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-65313386064479352512015-07-07T11:41:00.000-07:002015-07-07T11:41:54.026-07:00Material FuncionesAdjunto links<br />
<br />
<a href="https://www.dropbox.com/s/2s23s7zjebzeox0/guia%20FUNCIONES%20I.pdf?dl=0">https://www.dropbox.com/s/2s23s7zjebzeox0/guia%20FUNCIONES%20I.pdf?dl=0</a><br />
<br />
<a href="https://www.dropbox.com/s/roi13ltega3ig89/MA30B%20Funciones%20II.pdf?dl=0">https://www.dropbox.com/s/roi13ltega3ig89/MA30B%20Funciones%20II.pdf?dl=0</a><br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/10740662261909676513noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-68737752742714660452015-05-28T08:45:00.000-07:002015-05-28T08:46:48.992-07:00Clase Práctica 28/05 3°AEstimad@s, les adjunto el pdf de la clase práctica de hoy.....<br />
<br />
<br />
<a href="https://www.dropbox.com/s/ty05zu04880kkpq/28%20mayo%202015.pdf?dl=0">https://www.dropbox.com/s/ty05zu04880kkpq/28%20mayo%202015.pdf?dl=0</a><br />
<br />
<div style="text-align: center;">
<img src="http://www.henrichneuropsicologo.com/wp-content/uploads/2011/12/Optimista_6.jpg" /></div>
Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-13469574695941279862015-05-27T09:46:00.000-07:002015-05-27T09:46:02.410-07:00Ejercicios de Clase PrácticaEstimad@s, adjunto link de descarga para tener los ejercicios trabajados en la pizarra.<br />
<br />
<a href="https://www.dropbox.com/s/iwicbzzj8hyq7fi/27%20mayo%202015.pdf?dl=0">https://www.dropbox.com/s/iwicbzzj8hyq7fi/27%20mayo%202015.pdf?dl=0</a><br />
<br />
<br />
<div style="text-align: center;">
<img src="http://marcaladiferencia.com/wp-content/uploads/2013/11/fuerza-mental.jpg" /></div>
<br />Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-40965277302327542372015-04-15T09:22:00.001-07:002015-04-15T09:24:33.923-07:00Clase práctica 15/04Dejo a disposición el pdf de la clase realizada hoy miércoles 15/04<br />
<div>
<br /></div>
<div>
<a href="https://www.dropbox.com/s/cs0ryzpyveleomu/15%20abril%202015.pdf?dl=0">https://www.dropbox.com/s/cs0ryzpyveleomu/15%20abril%202015.pdf?dl=0</a></div>
<div>
<br />
<img height="211" src="https://ppcarretero.files.wordpress.com/2013/01/numeros-complejos.jpeg" width="640" /></div>
<div style="text-align: center;">
</div>
Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-71452129167005429442014-12-04T03:11:00.002-08:002014-12-04T03:11:15.213-08:00Trabajo Práctico<br /><br />
<a href="https://www.dropbox.com/s/kuk2jdob4l9je6i/informe%20estadistica.xlsx?dl=0">https://www.dropbox.com/s/kuk2jdob4l9je6i/informe%20estadistica.xlsx?dl=0</a>Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0tag:blogger.com,1999:blog-1330661507107264710.post-74528612701653103762014-12-03T04:44:00.000-08:002014-12-03T04:44:08.031-08:00Clase 03/12Acá link de descarga a la clase práctica<br />
<br />
<a href="https://www.dropbox.com/s/e7u20p41kegrzxl/preguntas%203%C2%B0C.xlsx?dl=0">https://www.dropbox.com/s/e7u20p41kegrzxl/preguntas%203%C2%B0C.xlsx?dl=0</a>Victor Monsalveshttp://www.blogger.com/profile/18276837186778335237noreply@blogger.com0