hướng dẫn học ms excel 2007

... 2009 Tìm hiểu Microsoft Office 2007 Tìm hiểu Microsoft Excel 2007 LÊ VĂN HIẾU VIỆ T NAM Tìm hiểu Microsoft Office 2007- Tập 2: Tìm hiểu Microsoft Excel 2007 Biªn So¹n: Niemtin071@yahoo.com ... phần này bạn sẽ được hướng dẫn sử dụng Excel để làm những bài toán căn bản bằng những công thức đơn giản. Tìm hiểu Microsoft Office 2007- Tập 2: Tìm hiểu Microsoft Excel 2007 Biªn So¹n: Niemtin071@yahoo.com ... nó. 5. Excel Services IV: Cho phép nhập thông tin Làm thế nào để cho phép người khác tính toán trong Excel Services Tìm hiểu Microsoft Office 2007- Tập 2: Tìm hiểu Microsoft Excel 2007 Biªn...

... Microsoft Office 2007 - Tập 3:Tìm hiểu MS Powerpoint 2007 Biªn So¹n: Niemtin071@yahoo.com 25 GIÁO TRÌNH 2009 Tìm hiểu Microsoft Office 2007 Tìm hiểu Microsoft Powerpoint 2007 LÊ VĂN ... slide thì có cả phần ghi chú. e. In ấn ghi chú Tìm hiểu Microsoft Office 2007 - Tập 3:Tìm hiểu MS Powerpoint 2007 Biªn So¹n: Niemtin071@yahoo.com 13 Mỗi bài thuyết trình có một chủ ... i. Cách chèn hình ảnh hoặc những thành phần khác Tìm hiểu Microsoft Office 2007 - Tập 3:Tìm hiểu MS Powerpoint 2007 Biªn So¹n: Niemtin071@yahoo.com 7 2. Một hộp thoại xuất hiện với nhiều...

... nhau. Không tiêu đề, không hướng dẫn, không có điểm nhấn quan trọng để gây sự chú ý cho người đọc. Tìm hiểu Microsoft Office 2007- Tập 1: Tìm hiểu Microsoft Word 2007 Biªn So¹n: Niemtin071@yahoo.com ... Microsoft Office 2007- Tập 1: Tìm hiểu Microsoft Word 2007 Biªn So¹n: Niemtin071@yahoo.com 26 2. Làm quen nhanh với hệ thống Office 2007 a. Phiên bản Office mới được thiết kế hướng người dùng ... đâu 75 Tìm hiểu Microsoft Office 2007- Tập 1: Tìm hiểu Microsoft Word 2007 Biªn So¹n: Niemtin071@yahoo.com 2 MỤC LỤC PHẦN I: LÀM QUEN VỚI MS WORD 2007 7 1. Tạo văn bản đầu tiên 7 a....

... (Lịch) của Excel bắt đầu từ năm 1900 Thỉnh thoảng Excel không thể tính toán kết quả vì công thức bị lỗi. Sau đây là 3 lỗi thường gặp nhất: HƯỚNG DẪN SỬ DỤNG EXCEL 2007 Làm quen với Excel 2007 ... năm 2013. Cách tạo biểu đồ 1. Làm thế nào để tạo một biểu đồ trong Excel 2007 a. Tạo biểu đồ trong Excel 2007 Trong Excel 2007, bạn có thể tạo ra một biểu đồ trong 10 giây. Sau khi bạn tạo ... sau: Office Professional Plus 2007, Office Enterprise 2007, or Office Ultimate 2007. Để nhìn vào một worksheet trong Excel Services, mọi người không cần cài đặt Excel. Tất cả họ cần là một...

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ên 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ên 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1G32/VeaBR1Qi0a5d8nkkCBLfv5HsVlMg9Zo6gTatEo3z2RBAps02az+e9//xvVP2k8HlvSTaOoE6JtlB+dSH85lLBFj4+Psf2Trq6uzs/P1+u1d8eF3C9FCTqdzvv371/4X86y7EcnkjsosOUamM/ncf7bzEOuVpPuo6gTfukl91HyPB+Pxz/6vwoUaEugJOYhaxR1QolWq9V0Ov3uCf+SDcUECrQoUJ6/tZiHrFHUCeW4ubm5v79//l+zLNvf33/Jg3ECBVoXKIl5yBpFnVCi52fgdnZ2Xn7+CBTYpnI239kW85A1ijohWmbxwDbVa2PhxWJxdnZWi1s+DVO7i706oXzuoMCW1WWU51v2Q65EXe6jqBMECjRBtRvx/AnzkDWKOkGgQJNNp9PFYlHHf3mapkdHR51Ox5uoUdQJAgUaeMk5Ozur77/fPGSNok4QKNBM8/n86uqqvv/+lyyjRIMbRZ0gUKCxzs/PV6tVrX8F85Db2SjqBIECTVbfp2X/4fDwsF7TpzWKOkGgAD9Tr3XbfsI85JY0ijpBoEBbnJ2dNWMD2yRJ+v3+cDj0nja1UdQJAgVaZLVanZ+fN+bXMQ+5qY2iToiNpe4hrCzL+v1+ky6cFxcXV1dXvts0LBeyLFMnRMUdFAhus9l8+PChMQM9z8bjsXnIoXOwzPso3W53Mpk47AgUaJHFYjGdTpv3e3W73cPDQw/PahQQKFBXddxE8IXMQ9YoIFCgxpeZWq9//3NZlo1GoyzLvNEaBQQK1Ezd17//pX6/f3BwYBMfjQICBWpm6+vfDwaDNE2vr68j+QXTNB2NRt1u13utUUCgQG2EWP/+5OQkSZLLy8t4tv7J83w4HJq2qlFAoEBtPDw8bPeGR5Zlx8fHIV75D5mHrFFAoECdbH39++cUKIpiNpstFotIflOb+GgUEChQGyHWvz89PX0eUontadzBYDAYDLzvGgUECsTu5ubm/v4+3CWkKIqbm5t4Vl5J03QymZiHrFFAoEDUQqx//+9nPhaLxWw2i2eV/TzPR6ORecgaBQQKxCvE+vffDvQ8l9BsNovqVspwOPTwrEYBgQLx2vr693mej8fjf//nq9VqOp3Gcyul2+2ORiPzkDUKCBSI9NKy9fXvJ5PJj9ZJ2/qDL3/IJj4aBQQKRGrrM27SND05OfnRcx6r1Wo2m8WzpJtNfDQKCBSI1NbXv//RQM+z2JZ06/f7w+HQmaBRQKBAREKsf/+TgZ7nHxrV6vg28dEoIFAgOlu/pZGm6enp6S//a7Et6WYeskYBgQJx2fr69y8cN4ltdfzEJj4aBQQKxCPE+vfHx8cvfP40tiXdbOKjURAoAgVisfVpwC8c6HkS25JuiXnIGgWBAsQgxPr3vztBZrlcXl5exnMrxSY+GgWBAlQvxPr3JycnvztWEtuSbh6e1SgIFKBiW1//Psuy4+Pj3/3/im1JN5v4aBQEClDx5WTr69+/+mGO2JZ0s4mPRkGgAJUJsTzJKwZ6nsS2pFvi4VmNgkABqrL19e9fN9ATtJn+8NexiY9GQaAAZQux/v0fLoBWFMXNzU1U85Bt4qNREChA2UI8/3F6evqHD3DEtqSbTXw0CgIFKNvW17/fytUiwiXd8jwfDocentUoCBSgDCHWv9/WTjer1Wo6ncZzKyWxiY9GQaAApQmx/v3Jycm2Fj2LbUk3m/hoFAQKUIYQ69/neT4ej7f1ahHOQx4MBoPBwMmjURAoQEAh1r+fTCbbfbA0tiXdbOKjURAoQHBbX//+tzY6fvmlbjabLRaLeI6bTXw0CgIFCHsJ2fr694EWEYltSTeb+GgUBAoQUIgL//HxcYhBkAjnIdvER6MgUIBQtr7+fYiBnmexLemW2MRHoyBQgBBCrH8fesJLhPOQbeKjURAowJbd3d3d3d1t9zVfvdHxC0W4pFu/3z84OPDwrEZBoABbs/X17/9wo+MXinAesk18NAoCBdiaEOvfl/NwRoRLutnER6MgUICt2fqyKEn4gZ5nsc1DTmzio1EQKMBWhFj/vszLQ4RLutnER6MgUIAtCLH+fck3EiKch2wTH42CQAH+1HQ63fpNiNPT0zIfyIhwSbc0TY+OjjqdjhNMoyBQgFdeNra+/v12Nzp+oQjnIdvER6MgUIDXCzF3d+sbHb9QbEu6JR6e1SgIFODVQqx/f3JyUsnNgwjnIXe73cPDQw/PahQECvDbF/Wtr39fyUDPs9iWdEts4qNRECjAK4QYHAm00fHLr4KxzUNO03QymdjER6MgUIDfsPX174NudPxC8/n85ubGJj4aRaMIFKCulsvlxcXF1i/Gw+Gw2t8rznnINvHRKAgU4KVCrH9f7UDPswiXdOt2u6PRqOWb+GgUBArwopsN//3vf7f7muVsdPxC5iFrFI0iUIBaCrEPX1QTWFar1Ww2i2oesk18NAoCBfi1EOvfl7bR8QtFOA85hud1NAoCBYhXiGVRohroef41Y1vSreUPz2oUBApQwQ2GOB+2CDGk9YfavImPRkGgAL+w9fXvk9I3On75RTG2Jd2SFj88q1EQKMDPrFar8/Pz9lwMIpyH3NqHZzUKAgX4mRCTcqva6PglIlzSLWnrJj4aBYEC/OyC/eHDh62vf1/VRscvtFqtptNpVLdS2rmJj0ZBoAA/tFgsptPpdl+z2o2OXyjCJd1a+PCsRkGgAD8UYv379+/fdzqdyH9x85A1CgIFiPoKcXZ2tvULbeUbHb9QhEu6tW0TH42CQAG+L8RiITVaODXOecitenhWoyBQgO8LsSxKJBsdV1hpf6hV85A1CgIF+I6WrH//c3HOQ27PJj4aBYECfMfd3d3d3d12X7OO4xQRLunWnodnNQoCBfiOs7OzrV8bYtvo+CU2m83t7a15yBoFgQJEYblcXlxcbPc1azfQ8yzCJd2Sdmzio1EQKMA/hVgWpdbX1BAjX3/efI1/eFajIFCA/yPE+vdJrBsdv1CES7olLZiHrFEQKMD/EWLCbQM+/SNc0q3xm/hoFAQK8H9Mp9OtL1zWgIcn4lzSrdkPz2oUBArwv0IsixL/RscvFOGSbs2eh6xRECjA/woxolGLjY5fIs4l3Rq8iY9GQaBQwTf15//5y5cvX79+TZLkzZs3f/311/N/3pKlviMUYv37yWTSmC/6ES7pljT34VmNgkAh7EfMer1er9ePj4+fP3/+rc+ap8cX9vb2dnd3syxr/HJVMVitVufn59t9zRptdPwScd5Kaeo8ZI2CQGHLlsvlYrF4eHjY4idLmqZ5nud5LlaCurm52fqCqs3bXCbOJd0auYmPRkGgsJ0uubu7K2HKQ7fb3dvb29vba+Toe+V3CEIsi1KvjY4rjLk/7/jmPTyrURAovNJ6vf706VMli29mWba/v7+3t+eeyhYtFovpdLr1C2eTBnq+PfkjXNKtefOQNQoChd+zXC6vr69j+HTO87zf73c6HW/KVoRY/77BC6FGuKRb0rhNfDQKAoWapck/vqYPBoN37965ofLnF4Ozs7Otv2wdNzp+oThvpXS73cPDw8Ycc40iUAQK9UuTfxgMBr1ezxMqfyLE6mT13ei4woP255p070qjCBT4/kdDhMt+/0Se5wcHB1ZVebUQy6I0bNyhLn8mTdrER6MIFKjBV8MXZkqDNy4JKsT690nNNzp++d/Lzc1NhPOQDw4OGvC3oFEECiRJrCtT/a7BYDAYDLybv+vu7m7r87Na8nEf5x9OY+YhaxSBQtvFuSDVqz+ah8Nhs8cXQjg7O9v6CdD4gZ5nEa6VkjRlEx+NIlBorzgnT/75p0yT5jWUYLlcXlxcbP1l//7778aPuwU6dDKxqkZp5Fq9AoX6mU6nNXoe9nc1eE2OEEIsi9KYjY5rWidPGrCJT8mN0sg1kQUK/uB9NNdVoPXvm7TRcR3r5Fndn9Aq8yOrqWsi18JfDoE6aUOdJEmyWq0+fPjw8PDgTf/1F5ednRB3tmezWSO/EdWrTpIkubu7Ozs7i3xxo59Hw/HxcTmP1Dzt0O4zQaBQwQdriCciY3Z9fd2Yp4CDyvN863c7iqK4vb1VJ/F8M7m6uqppMpbZKAgUfLCWZLFYnJ2dNfiBm205PDzc+mve39/X94t78/6I5vP5hw8farqmQGmNslwufRoIFHywlmc6nd7c3DgTfmJ3dzdEo2x952R/RH+iKIqrq6ua3lYsp1E8uCZQ8MFatvv7e8M9P9fr9bY+haEoigakYcP+iJ5uK9bxCa3QjZKmqV3TBQolubu7Uyfffi6fn5+7hfsTo9EoRBrW+sHDpib+9fX1+fl57d6aoI1iQWqBQnl1svWFzOuuKIqLi4u6L+0fTpZl/X5/6y97eXmpTiL0NNmtdre4wjXKu3fvfAgIFNRJla6urjyS8iMHBwdb/+hfrVZ1HFBoyfDo/f392dlZve4shmiUwWBg21GBgjqJ4kO5Mc9vbtfOzk6IgZ7r6+t6jSa06uGtpzuL9ZqHvN1G6Xa7xncECuokFk+PCnps9rsf1iEWga3R3k/tfLS8dvOQt9UoaZoeHR35wxcoqJO4vji2ZGnd3xXiJspisajFxa/NE9+e5yHX5XbXnzfK0ysY3KmcvXjUCd/3/v170wv//X366upq6y97enoa85KgpuU/q9Gmm6/+pmGN2ni4g6JO+L6LiwvTj/8hz/MQO7vOZjN1UgtP85BrsRbw6zpDnQgU1EltGsWK+P8QYmB+sVjEeZzVyb+tVqvz8/NaTHn73dpQJ7ExxKNO+IW6702/dTc3N/f391u/lpycnEQ16q9OfvmWjUajEI9Ob9cLx3q63e7R0ZHnTqLiDoo6wfH8PcPhcOvfMouiiGqgJ6o66Xa7ITZF+vO3bDqdxj8P+SX3RQaDwWQyUSexcQfF1ZQXcR+lhOv3ZDKJ4Rt5bHUymUySJFmv19fX13GOhY3H4zzPIz9p/33nL03TXq/X6/UM6wgU1IlGaY6rq6utzxBO0/T09FSd/LtOngWaSLWVf+rh4WHkG/+uVqsvX74kSfLly5dOpxP/+JRAESjqpDL//tb1+fPnmNcg0SjPNpvNf//7362/bL/fHw6H6uS7dfLkaTgszlspNZqHjEBBnfyvLMv29vY6nc6bN29+/k1rvV4XRbFYLB4fH2Ob06hRQn+bPz4+DjGZuRl18myxWMxmswhrPsuy0WhUyTuIQEGd/PYHVq/X29vbe91A72az+fz58+3tbTyl4mvis+l0uvWv8pUM9NSrTp7/NGazWZxL8VZ7JwyBgjr5hTzP+/3+ttZjLYri4eEhkl/WOrNP1uv1hw8ftv6yJd+mqmOdfPuPv7y8jPBWSl3mISNQaFed5Hl+cHAQ4om5zWbz6dOnu7u7yj+RNcqTh4eHEHv+nZyclPPEZa3r5FmIxWm29VEwGo3M4EWgqJMWfW0KdF3UKK8QYgvoLMuOj4/VycutVqvZbBbhOvRpmg6Hw/jnISNQaHKdlPxtabPZfPz4scLjYG3s50vj+fn51l829LM+TaqTqML9R7/gaDTyx4JAUScVqGqVrWoXsNIoT0Isi5KEHOhpZJ3E8BdRbXQiUFAn0V2k5/P5zc1NJQ+mbPfqUlObzebDhw9bP/6Bjm2D6+Tbv4g4l3TLsuzo6CjyJd0QKDShTuK5PFe4gJVGSZJksVhMp9Otv+zWl1FvQ508/0Xc3NyYh4xAoY11EuGnTFVfHC3gloRZFiVJktPT023dn2tPnXwbjnEu6Zam6dHRkcfMESjqpEWX5Kd9VsufzhDJXnfVHvmzs7NoL+QtrJMnm83m9vbWPGQECuokCpWsDFHa6h3RCjSL5M8HelpbJ89Wq9V0OrWkGwIFdVK98od70jQ9OTlp+dfB8/Pzrd+++sMDq05CF+RWDot5yAgUddKKOnm+MpW8ELgHZgOtf5/n+Xg8VidbeYMuLy8jXNItCfBMNAKFttRJHddOLf+RFIs9BBpfe8VTPurkR6Kdh+xWCgJFnbSiTp4FmmDyI8fHxy3fcT7E+ve/O9CjTn7Z7lXNzP8lt1L4yyGIUzzb9jajTpLSp1UrVzkAACAASURBVNhMp9OW1/9oNAp0QVUnWwy+yWQymUwivF1xdXUV5w0eBEqrFUUR21NszdgVbzKZlPb0zG9dShup2+2G+AY8n89fMlqnTn7rn3dychLh7Yr5fB7iPhwChde7ublRJ4GU+YTvfD6P8+Z5aULcREmS5Jfr1aqT37WzszMejyPcVeppZZ3lcum6IFCo3mq1impp6ibVSfmNEueyEyVf9kJctH4S8erk1bIsOz09jXCOXskT8RAofN+XL1/USZMapeUDPXmeh3hY+P7+/rsDPepkK38dJycnUT3i/TQRz9VBoEDD66TkRlksFi0f6Dk6Ogrxsv++YqmTbdnd3T0+Pg5x9+vVVquVgR6BQsUiuYPS7DopuVFms1mbZ/Ts7u6GOM5FUTw8PKiTcPI8Pz09jWcF+jgXwEWgCBR1UuNGKYri9va2zWf1YDAI8fTl9fX1er1WJ+E8zUMej8cxPDwb59K3CJQWefv2rTppXqPc398/XUpbK9A1+/LycrFYqJOg8jyPcx4yAoVSVRsHbauT50Yp4T52y29QZ1kW4gr3tEOvOgntaULW+/fvK7yV0u/3XSAEChV/jquTSr7fhz7yi8Wi5U/5NXuDlTZsEtnpdE5PT6sKhYODAxcIgUL1X+jVSSWNEvry2fKbKDs7O8PhUJ3U3XA4LH8e8uHh4cv3YEKgEMr+/r46KV+apu/fvw/6I0yVzPM8nlkh6uTVnuYhHx4elnbatHx7cIFCRF80S/vLT5JkMBiok+eP3dBXGlMlA61/r07K1+v1Tk5OQhdnlmVRrciCQGm7Xq9X2hfNu7s7KyB9e70JOsTuJkqapmX2tzopoenDBcTTPGefSwKF9n7RvLi40CjPhsNh0PF1N1F6vV5UK6mrkz/0tKTb1mdppWka4f6FCBTKeCRCo/xI0AdmV6uVJafqPtCjTv79eTUej7f4h6NOEChR63Q6Zd4M1yjffjgGvYJ+/Pix5Uc4y7L6LmuhTn5yZLaypJs6QaDUQK/XK3PWsUb59qM23NKZ8/nc9vHD4bCOVyB18nNPS7r9SV6oEwRKbZS2p51G+YegC4t9u9Fdm4+wOmmkLMtet6SbOkGgaBSN8qLvguGuoAIlCXybSp1U7neXdFMnCBSNolGqv4IWReEIP13D1EmDvXxJt6fnV9QJAkWjaJTqr6Dz+dzhfZr9oU6a7WlJt5+M+BweHk4mE4vZ862dzWbjKNTL3d3d3d1daT/OKvhBj/nff//tQzlJkvPz82inXquTLdpsNh8/fnz+a8qybG9v7927d7u7uw4OAsX1UqO85lP1v//9b4hXnkwmzdub5hXW6/WHDx/UCfDMEE8tGespO+R3dgINQ3z69Mn5nCTJ7u5uJZt4qxMQKGiUetvb2wvxsh5D+faUjuoBSXUCAgWNUgM7OzuBjrYnkZ/FEwTqBAQKGqU2er1eiJddLBbO5CdZlsWwLIo6AYGCRqmTNE1DXD6t2PatoKv3qhMQKGiUZgqxv11RFPblebazs1Ph0m3qBAQKGqWWAk23Xq/XzuFneZ5XMvVanYBAQaPUWIibKB5D+YfyNxFUJyBQ0Ci1/36/9dc0kecf0jR9ye4t6gQEChpFo/yPEKM87qD8W6/Xe/kuuOoEBAoaRaMkIS6cHkP5txIGetQJCBQ0SnMEWlWWf4dgiCd+1AkIFDRKM4UY5fEYyncNh8Nwy6IErR9AoKBRyvbmzRtnV2nCDfTMZjPbuYNAQaM0x+7u7tZf8/Hx0en6Xd1uN9D690VRzGYzRxgEChqlOaLad7fxwq0tO5/PTaECgYJGaY63b986r8rMwfF4HOjFDfSAQEGj8ENfvnxxEH4iz/NAy6IURXF7e+sIg0BBozTkO/12X3C1WjlFf+7o6CjQK9/f3zv+IFDQKE0QaNdAfmJ3dzfc2TudTh1hEChoFHjl2Rvo8eSiKG5ubhxhECholHr7+vWrE6kS4dZ+NdADAgWNUnufP392FlUiy7JAy6IkBnpAoKBR6s4dlAqNRqNwAz0PDw+OMAgUNEpdbX11r26364R8oZ2dnXDr319fX9tZGgQKGoX//6f4lz/G3+u5cEl3eXnpCINAQaPUj2/YMQh3E2W1WhnoAYGCRqmfEP94OyT/rjRNDw8PA724gR4QKGiU+gmx87BAeYVerxdo/funRnGEQaCgUepkPp87WyIRbv37xWLhjQaBgkapjUD/YGvnv87u7m6/3w/04ldXV0VROMggUNAoNRDoW3WghT3aYDgchjt6s9nMEQaBgkapgfv7+xAvu7Oz48R7tXAzegz0gEBBo9SgUba+PtuTcGu3t0S32w13DG9ubjabjYMMAgWNEq9AN/xN4flz4W6iFEVhoAcEChol3kaZz+eBHpn0hOyf29nZGY/H4d76QDfPAIGCRvlTNzc3gV453GIerZLnebj172ezmYEeECholOgaJdztkzRNTeHZlnBryxZFcXt76wiDQEGjRNQo6/X66uoq3Pf+f/ysZ06837W7uxuuUe7v71erlYMM5dhx05KXu7u7u7u7K+3HvX//PpKHM87Pz8NdmbIse/PmzU/msqZp+vbt2zdv3nQ6nTdv3uzu7joVq3q/0jQ9PT11hEGgoFGqb5Sbm5tAa5+8Wp7nb9++7XQ6Hl75rtVqdX5+HujF+/3+cDh0kEGgoFGqbJTlcnlxcRHz25Hn+d7e3tu3bz3IUlpWnpycuI8FAgWNUlmjBP0ivnVZlh0cHLx9+9aitEmSbDabDx8+BHquOcuy4+NjBxkEChqlgkYpiuL8/LyOe8Xled7v962tslgsptNpoBc/PDzs9Xo+B0CgoFFKbZT61smzNE17vd7+/n6bb6hcXV2F20nHQA8IFDRK2Y0ynU4bs3Jonuf7+/vtfJy2KIqzs7NAL26gBwQKGqXURmlSnXx7NT08PGzhuM98Pg+3hs14PLbRIwgUNEoZjdLIOnmWpulwOGzbNTXoMjanp6fmT4FAQaOEbZRm10lrM2W9Xn/48CHQi3e73clk4hMABAoaJVSjtKRO2pkpDw8P19fXgV7cQA8IFDRKqEZpW518mymj0SjcJsDxODs7Czct6++//7b8DAgUNMqWG6W1dfKsDY/QBl12L8/z8Xjszx8EChpla42iTr7NlKOjowav7RF0/fvJZNKGG1EgUELZbDZPt3mXy+XTf/L4+Pjd/+abN2/evHnz9D/v7u4+PahvXaaGNYo6+e7NgIODg0ae6kHXv0/T9OTkxEAPCJQXKYpivV6v1+vHx8evX79u61KU5/lTvnQ6nZ2dHZMMa9oo6uQn+v3+wcFB8y63Qde/N9ADAuVnVqvVcrn8/PlzuCWu//3N6e3bt3t7e51Oxy2WujSKOnmJwWAwGAwa9ksFfeuPj4/buWgvCJTvK4pitVp9+vSptCj5iW63u7e31+12xUq0jaJOfqu/GzYbOej692manp6eOm2g7YGy2Ww+f/58e3sbbpnIP/yoyvM8z/OW7ysbW6Ook1do2DSfoOvf9/v94XDonIGWBspyuZzP5+EeyA/xmdXmUomnUdTJn8jzfDgcNuOhq6Dr3xvogTYGynK5vL6+jvOWiVKJuVGKophOp/U9c+LRjAdTgq5/b6AH2hUo8/n85uYm3FqQZUrTtNfr7e3tteprVoWNUhTF+fl5M06eSE7go6Ojund20BPy8PCw1+s5VaDhgbJYLGazWSOvLlmW7e/v7+3ttWT5hEoaRZ0E0oARn6Dr35+cnHhSHhobKOv1+vLysg235QeDwbt379rwcVZyo4zH48bceItTrW8VBF3/Psuy4+NjZwg0LVA2m81sNoth2nCZ2rAlSvmNQmi1HvG5uroK9zljoAeaFigNHtN54cd9w1ae0ChtUNMRn6Dr3ycGeqAxgVIUxWw2MxE0+f8P0u7v7zf18RSN0kh1vGcQdP37brc7mUycGFDvQAm6elJ9DQaDpmZKmxvl6Q7Z3t7ev/9Py+WyKIovX77U9OmrOo74BF0gZzweN/uGKDQ8UIKOBMsUjRKDp20Q9vb2Xj4Osl6vl8vl08qE9Rr0rNeuyEHXv0+S5PT01K6iUL9AWa/XFxcX5lm0NlPa0ChbeeOKovj8+fOnT59qNAZao1Xdgt7BNdAD9QuUoKO/TdW8qQENbpQQTfm0C9X9/X0tSiVN09Fo1O124/+nBl3/3kAP1ClQbm5uarSfTmwf+g2b6dO8RsmybDKZBL2xv9lsHh8fP378GP/TKt1u9/DwMPIRn6Dr3ycGeqAWgbLZbC4vL83W+fNLYJPWTWlSo5R8l2u1Wn38+DH+p7jiH/EJehLmeT4ej31wQbyBYunxrX/qNWaP2QY0SoVzWDabzcePHyM/gPGP+ARd/34ymdRitAvaGCir1Wo6naqTFn43bUOjpGl6fHxcbSw+ZcrDw0PMf2Uxj/gEXf8+TdOTk5OW7L0FdQqU5XJ5cXHhuLf2u2mzG6Xb7Y5Go3huZcW/AXi/3z84OIjwah308TgDPRBdoKiTcjRjxKd2jRLnPNL4B33ifNw79Pr3BnogokB5eHi4vr52xEvTgDmNNWqUyFe5iD9Tsiw7OjqKasQn6AoIaZqenp76mILqA8WuKz70G3zm1GUNrqIobm5uYp7pE9uIj42OoeGBok6qVffPwcjPn9qtELper6+vr6Od4R/ViE/o9e///vtvT8tCZYGiTmJQ91sp0Z5F9V2/fLlcXl9fR7u8W5Zlo9Eoy7LK/yVB179vzMw7qF+gqJOo1PpWSoTnUgN2V4l8mk+e56PRqPJ7DOHWv7dBD1QTKOokzi+moRdfb0mjNObSEv/zs5U/7h10/fv//Oc/Ppeg1EBRJzGr7wSfSM6r5n3xjfzBlMpHfMJNQhQoUGqgqJP4RXLzvI5nV4Nvyy+Xy8vLSyM+3xVo/XvPyUJ5gaJO6iJN08lkEsNziDU6x9rw0EDkSxZV9ShViPXvLSkL5QWKOqmdms4jqORMa88jjZGvmFLVdoxbX//+/fv3jdmKHKIOlFrXSZZlb/6/JEl2d3e/+yRpURTr9TpJki9fvnz58uXr16/RDtv/1nU3qh1k4jzfsiw7Pj5u1adD/CM+5W/psMWBnhaeUVBNoNRx55ROp9Ptdn/UIr/1dbMoii9fvjw+Pn7+/LmOGzVX9ZW0XmddO7/vGvH51hbXv2/AZhRQg0CpUZ30+/08z7MsC/dgWlEUq9VqsVjM5/N6xUodh3s0SgniX3y2zLzeyvr3nj6BMgKlFPhiên...

... những ứng dụng đa môi trường (Cross -Platform) và các sản phẩm mạng. Sự thay đổi này phản ánh xu hướng phát tán nhanh chóng các mối đe dọa bảo mật tới khắp mọi nơi. Không giống như danh sách lần...

... chỉ tương đối hàng, tuyệt đối hµng. Ví dụ: C$2 Hướng dẫn sử dụng Excel I. Khởi động: Nháy đúp biểu tượngCác thành phần chính của màn hình Excel Thanh tiêu đềThanh menu và thanh bảng ... được Excel định nghĩa sẵnCách viết: = tên hàm(các đối sô)Ví dụ: =sum(A2:C12)4. Các phép toán và một số hàm tính toán cơ bản.a) Các phép toán và các hàm tính toán số học - các phép toán số học ... Lấy bên trái xâu n ký tự:+ Cú pháp: = left(xâu,n) III. CHỨC NĂNG BẢNG TÍNH TRÊN EXCEL 1. Các kiểu dữ liệu trên Excel -Kiểu số: nhập bởi các chữ số 0 – 9 và dấu chấm(.) phân cách thập phân. Trong...

... hiện lời hứa của mình, hướng dẫn ngay các bạn các cơ bản để tạo một khung hình biến đổi hình dạng, vậy xin được bỏ qua phần giới thiệu dài dòng vì dù sao qua các bài học trước các bạn cũng đã ... (xem chi tiết phần cơ bản ở bài 4).Nay tôi xin hướng dẫn bạn cách tạo khung hình biến đổi dạng đầu tiên:Khung hình biến đổi chuyển độngĐể cho bài học có một cái gì đó cho bạn thực hành và dễ ... trong khâu đặt các phần tử sao cho hợp logic. Do đó nếu bạn mới bắt đầu học flash thì chỉ nên áp dụng cho các cấu trúc hình học đơn giản như hình vuông chữ T hay hình tròn, Còn nếu bạn là một Designer...

... cứu luật học mà còn là nhu cầu của nhiều đối tượng khác. Cuốn “Pháp luật đại cương” này mong muốn hướng dẫn người học không chuyên luật những nội dung quan trọng và cơ bản nhất của môn học “Pháp ... gia;- Hội cựu chiến binh;- Hội sinh viên Việt Nam…8TRƯỜNG ĐẠI HỌC CẦN THƠTRUNG TÂM ĐÀO TẠO TỪ XAo0o TÀI LIỆU HƯỚNG DẪN HỌC TẬPPHÁP LUẬT ĐẠI CƯƠNG Biên soạn: TS. PHAN TRUNG HIỀN Lưu ... môn học chuyên ngành có liên quan đến pháp luật, mà còn nâng cao ý thức pháp luật hỗ trợ cho công tác chuyên môn sau này.YÊU CẦU MÔN HỌCĐây là một trong những môn nền tảng, cơ bản nên học...

... câu hỏi này bao trùm toàn bộ nội dung vừa được học. Có những câu kiểm tra trực tiếp các kiến thức vừa được học nhưng cũng có những câu đòi hỏi học viên phải vận dụng một cách tổng hợp và sáng ... thông qua cách diễn đạt và chỉ dẫn rõ ràng. Đặc biệt bạn đọc nên chú ý đến các nhận xét, bình luận để hiểu sâu hơn hoặc mở rộng tổng quát hơn các kết quả và hướng ứng dụng vào thực tế. Hầu ... sát bảng phân bố xác suất hoặc hàm mật độ các tính chất và các đặc trưng của nó. Để học tốt chương này học viên phải nắm vững định nghĩa xác suất, biến cố và các tính chất của chúng. Các...