.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.bi{position:absolute;border:0;margin:0}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}.ff1{font-family:ff1;line-height:.901855;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff2;src:url(data:application/font-woff;base64,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) format("woff")}.ff2{font-family:ff2;line-height:.666504;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.893555;font-style:normal;font-weight:400;visibility:visible}.ff4{font-family:ff4;line-height:.910156;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff5;src:url(data:application/font-woff;base64,d09GRgABAAAAABmsAA8AAAAAJGwAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABWAAAABwAAAAcPjmkPUdERUYAAAF0AAAAHAAAAB4AJwAOT1MvMgAAAZAAAABMAAAAYGfQZuBjbWFwAAAB3AAAAFoAAAFaDBkLGGN2dCAAAAI4AAAGJwAAB5gFCa1oZnBnbQAACGAAAAMwAAAFYa/ta7ZnbHlmAAALkAAABNUAAAX0X5rtTmhlYWQAABBoAAAAMgAAADYTPVl4aGhlYQAAEJwAAAAiAAAAJAkxBOpobXR4AAAQwAAAACAAAAAgF2L/j2xvY2EAABDgAAAAEgAAABIFWgQQbWF4cAAAEPQAAAAgAAAAIAUHAe1uYW1lAAARFAAAAR8AAAKszxc8KHBvc3QAABI0AAAAMAAAADvGKUk+cHJlcAAAEmQAAAdIAAAK7V1sfhYAAAABAAAAANgScoUAAAAAox+4vQAAAADDB3j6eJxjYGRgYOABYjEgZmJgBEJ2IGYB8xgAA+sANnicY2BhesI4gYGVgYHVmHUmQwCjHIj+94b5OkMakxADAxMDKzMDDDAyIIGANNcUhgYGBYYs1tB/bkD9oYy7EGpYfYCEAgMjALPEDHR4nGNgYGBmgGAZBkYGEAgB8hjBfBYGCyDNxcDBwASECgw+DEEMWf//A8Xg7P+P/+/4v/n/HKheKGBkY4ALMDIBCSYGVMAIsZJYwAImWXHIspFgEv0AAO06Dj0AAHicTVV7WJblGf/97ud5v49FI40JbmmggBqeDwvNxEodJFGKOvEwC53CsKVc6UIuKdRNRZyUB/KQNdcKE4084GlrMrN5npcy9NO8DLeJmmVKM7kE3me31h97f9d7Xd/h/b7nvn+H+/aWAd4ziNG7nclDW8Bd1PvK3dsf7pq96Yjzc9y/TDKAVd/f310J2IhlDEch5mMY+uBPOILpmImRqMTjuMEzSIHVp17BI3gCLYhiFn7GJH23DNHuiH4zwV2VegjWYB4aMBunMQV/RwBr2Rfx6I9jGOSyEemF8CgWYpX7DEHbD+8h5M47H6n4I0J8nKNMkZeMsSjAXCxlNBPZn3PRSWvIx8eollY/qML9SMezGI1MZGOHpZ7pYQQqWWuG6EmZKOFPWe02I1ar6oTueJKPSle3Fw8jEf0wEIPxO6zEapxhDw4yve0eRGtPWdjDCEaxI/e5txCjSMdErXQpyrAJR3GUMRwtPc0L3gf+FURghlZYiBLU4ibv41jmy26zxR/sct12d0B/naTnDMVwrbsQb2p35diJavxNOQmxPUfwTV63s7w+LfP8k36di3I38YDWOgY5eAmvoVi1eRv7cQ7/QSMtw9ia+6WXnDMR9m0v2sEtUtVi0RNPKlv5WITFij36i08Zyy7sy1k8LRHygLwor0qFfGmKzVbzb3vZDXEb3SfK+VUEEafohAxVtVBVK1XtNuNDVGE3DuEL3MB/lclclnArq3hbfiRbpNY2eyHvhlvvmhGubCegG3op+iqDKXhaa3kJa1WpwziO87iDO3yIA/gqF3EJl3EVy/g5v5WFckIumDLzgfnIHLK0fWyuV+LVBUYGs/wyf61L0+4i9b/7qW+SlcOp6sWX1RNvKY/bsAv7tLbbaFJeIrXbeA5kBvM5l/NYyj/wrKRKrsyQmYamvYkznc1iG2Mr7El7zivwSvxO/jjXA3d9c5+6YaDWnal4HtP0lAJFifJQib+oWgfVtVfVzbfQpKeJ6hzONuzAzhymGKOqZ3ISs5jDQr7LCp7jdWklbaWjlMpKeVdOyWWTZ1aYdWa7qTG+dV6410eR5o3Tfiu8hsCYQHHwqeDkYHnYsZbElkMtF/z7/TZ+Z3+U/1v/zy7T/ca94ja4crfFVbrqe0k16t326q9YRWf00OSk4RlM0vqnI089uQSv4w1FufawHTtwQB13EqdwAZ8r6nFFlb12r6dbaNae2jKOvdUvSZzIyZzGmSy4h/lczTVcx4+4j9U8whqeYYh1im95m43yoERKT0mSoZIiz0mGTJGpMlNek9WyTt6XXbJXPlWVT8sZuSS+aadKDDOp5hdmkjIyx8wzG8wu809Ta0LmomlUbqxq1MHG2QT7mM22C2yd10V5+qWX672j2B8ID+QGKgPbA0cDV4KBYJdganBE8P3gtqDTpFRiuab0/y513EY+IhO0SsNPZAdX8Lhss19JBMexwEC6227q8XTUS7FJYLLJ50Oa49/jaTHKYYSslxR1990rQ1PcV3042quxbVgOyELm6Lw5of5J02cWYy8SXAit8YabjipGa6KmujWahSKmsVozlC158oVtNq3UoRfNWfVNvWa/H8sCRzFRuqrbBuEdRGGA6nkBcxgrPTAea8xiVboDfoxE+6KnM5wNZhs2SZkUyw53WIAvde6NtymErdO5n4gYXsOHWtsRqZFiVtkAN/A5raGdCVN/HES8rMdUM5tWiuQbG8JZGSDjTTc22N7GYITqtADjeI1h2MwyaWQHrGKRdn+J1+QSZuEbOmkxpZLDQzzIKOnKp0wv+HKRk7WaeFz3ohkmSZqjgPqqXjaZaVyHGm+/OW/TzU5Y/pVJ0mxiZSjTTX/3FRICjeaHfq0bgqHi3HIb3vK1spOHs+6A6W6z7PCmqqYTEs3l5tdepmvwC70Fkoxp3tXgIMyRITohTuguqkQiv5afKO8x+sljylS0fb2pSUaivdzgLeSzVNMRr52M1slRiWxu1Gc93U2DdQvckQqdmulmts6ZnTigbp+rsz1SpuieyWEGRLeEvbcP1qobbtpfYQ6KVP+PdZtW6KuHvff8J/APnXs/1yx+xhJNXaoMsJkYpbt0Pjp6rf8H6RMPWgB4nI1US2/TQBBe26VN05S6z6QJjzVLAjQJ5SlCKMXUDxVFSKQNkh31sEkTlHLqCQlOvVFti8RP4CeMC4eUE3+A/8CBIyAunMusk4aaA8Ky1t/M983u7MzI5sOa+WD5/tK98t3Sndu3bt64fm3xarGQX7hy+VIue5FdMOj5c2fPZNLzqeTc7Mz01KQ+cXo8MRYfjY0MnxrSVIUUHOZyCjkOQzm2ulqUNmugo3HCwYGiy41qgPJQRqNKE5XP/lKaPaU5UCo6XSJLxQJ1GIXPNqNdpV71EL+xmU/he4gfh/htiMcRGwYGUCfVsSkonDrgvugIh9u4XTAWt5jVjhcLJIiPIRxDBEm2HSjJZSUEatIpByqJjWNSkGa2A/PMlhmAlnUaLXhS9Rw7Yxh+sQCKtcmaQNgKTORDCbHCY2DYgpHwGLolb0P2aFD4JPa7OmnyfKLFWo0ND7SGL8+YzOO5NiRffU39MXHzKct7fZLNaMJJbVFpCvGawruqd5I15Or7uAfGqlmXCxeP3pdFTC1iIjJ9eZXepdrMkR7+nMIoW2Ed8ZxjP9ICyNpL4yCdNg+PvpC0Q0XNYwY8yDC/YZ8JZohYe/l+3qTzUaZYCPTJXjWD0xN9kBg/CdoDLkShXKLK2qCcisyIPcIpALpJMROP4UVKcmmXiNgsoQwfX8EoaGEbtmDU4kIvS7+Mh1NZnVHxi2Db2fdvUU+j7xnO6r+IhHI4BvOF/DGGfB4WFuRcjFjYSMxxObRvFwsvuuoPtq1T/GD5yBMPw/zyItbcMGRX97omaaIBO1WvZ1PSzBwQczHvg8ol8+mYmX0qmZ1jZhDOGY7vB6IQQmYhlhu8E/rctNMpgzL3D7rd4yvrrFKte9QRvF/bSi1i9fjSgOsjmLY8LaP2kZrRQhYncWMgloaXgKEsvsPhJLe6IzEcxdCjUBd0vtpb/bhh/GdQ9+injAo/f8L6aUI5H7XvRexIegmhYcJDObVSqwsRj3Au/naEcBl1BReN7tFOk1GdiUMNNBDbDj/uaPfo414G3H0fL9FRyjitKlkJmLJbDUxld73uHeqE0N2ad6AqqsVXfL/4G2BEe7N4nG2Ub2gbZRzHn+ee+9tcmrt7rsklbdJc0rtcckuaP/1DutDccJsy21r/DOu2MBGZoi9cqTpFipWJY06dOBAZgjJE1AnSdsuyga4v+sIhvhC2F8MxfFFQGUFFV4omqc8lU4p4x+/5PvndXX7H7/P9HaDATgCox5m9AAEOZBYhGCwtcXS8nl9kmRulJUSRLVhEbppx00sc+02jtATdfEHWZUOX9Z1UtDUA32s9yez98+xO+lsAANz8CgB6kJkAFhScgoA1i1L2+k+aJxInrI/ABVDt5RIW5KkwVDQcVmRBCstaMBjhBZXnhXjUqkHW0aMZqMgU5K1EHNApPmkJvAQ+BZZkRS1kraaCXyIIBLQLKICHc9WkwAf4ZFcNzi2uarYtlWx7SvrjrgMzFwG/ubBsBsp8bXNl2dJcXaimye8FrWiT4xE4uVafktZnJ9fcx6QVqASKoFwuSfW6XDzWnbG756VVDUh1KK1sXaUruSyskBLnBxxZHQ/WNn9akos9tc2byz487ie6RLRTopKEoyPtE48MD5nxWGJU52Isx3KI7VED/u0w714twwI628Dd070ptT/+S2R0Qu4SqSRfmQopyVu9vXLp6MmHxof67g4ZBuVRwpkXUPFQ1kxBwxhI9r7ZuHZgQPP7BnpHIkfSBAWgNr8jLM4QFibIwdeded4vJEqpe8BEao+9DzwFXgJH+l9Mv8ueTn+Wuhi4nLqckT9mz3EU2+fvO55GKJHL0SL2hkUP3RX2hNRgOGTGjLCZo+kIVlWMVT0WiwCoEu46TA5mQskMhCBEmaLo8QA+pkNAb8N5S8XStkvoZRBxIaSHIi6MvkhHsUYUBqqHC7CQu0pfImBVCp/HjuIp41qHnquOQPBhxxccx+5jHsXVhQuEJd6hFd1cVSliR25v3Sr4TpX2JVJlAUNMHFLNCziA8/81S8XechBTNNempMo62U/+vNUYJYmcZaU4WJfqsvKvQYhqNvP/Tumsx6TS/GouCyqwUtERm+iQD3D6Vmdwo3re36OyHI7AAAf9hXzHLxx68PrE9HOBsP8xofm7Z08oiaPxunbvbhFeurl65YtXs48+7WnOOPnPv56fj26jTkGpdWh6NKUpvGEgUQ4PHkGFB9IZBxqfHD96Pdyae2eGNajvhctvPfM83/ZK68PWbmqM6QEekAU/VpW845OG8m4LexNtdcLe4YPeg8Z+c3/iVJYJJWF2l7nPGsxmJ0VwmK2h9x1d5ESvmPX2G6ZqGKa/FhuQfIbjKxo5yzQk4TBy/6c7Nfw2gg6aRhR6OC/WkL18nwnNGvzgvBlZw2OhGhp2POatnBEwcl351zqMpPX1Zl1aq9QJqlm73mFig3JzzWXAk9YDrbxel27X7Qa8TWZz1iVK5tNRveQNut23ICGSMEnYnclsdzseM4eHRjDshp1dIR8gaY7tCUQgIfDP0JJxHYbXUtu3p0iMtZq7fnujvCMXDfuVYDeFRPH+ufQPuq17ZW+Q6WnfRKL1bOOVX6+OWf2D2IdD2MMxNP3EaQRmRc1EFB1v9x72AcD0MaD9LS6fo+AGy9WoQw4GDL2BQBdHb0AQ5Flmg0I1uGdZOHNDIw0pNUvEuKXJZon4slmSGmTJZfU7H2fYR4NGFK00HAb8BaL0yt9OC4AjAAAAeJxjYGRgYGBlYHhnvvNJPL/NVwZ5DgYQuKHKUQCj/y3458YqwxoK5HIwMIFEAUFICuAAAHicY2BkYGAN/efGwMBm+W/B//+sMgwpDLIMyIADAJLtBiUAAALsAEQAAAAAAqoAAAACAAAEc/++BOP/0QI5/qAGOQEcAAAALAAsACwALADyAggCxgL6AAAAAQAAAAgAMgACAAAAAAACABAALwBVAAAElwGKAAAAAHictZDBasJAFEXvaLQUpOvunL3EJllVKdKFii4USYK4bJAhDCSZkkTsX3TXf+gP9MO66Lo3ZvZdFDNk3nlv7rt5GQADfECgeQSGeLbcwQ1eLXfxhG/LDobCWO5hID4t91n/oVI4t6zMLl0Nd3CHF8tdvHG17GAmHiz3cC/eLfdZ/8IKC8SY44AII5JGDoUKW+5nhDDMExTY8dzFGjWzjKojNlRjtYjnh2gU61xVW3UOTZ4Uu8hd10mmjxsKQvqkOLEnQclUpacsISzpXNCtiSUVChIBxvAYp3z/N1frEWDCM5/LJXuMj/ywKeqlKVMlg7Enp/KPP6AimLi+7waez+5rX9eePiX99OV6JEdurwR7VVbaFNLn0Fcf4xeJrnvlAHicY2BiYPj/ftXBf5EMKQzYAAcQMzIwMTAz6DOYMvgyMnH4Jeam+qbqGQAAIr0IcnicrVV9bFtXFb8fjv3y8RrHTRonaXwdP7/XJK9x4vfcJs1I/ezGKcx0bZoOxWvXFNjKQicW5mZiWju32yqxSmN/DPExoBkIpKgu8/NzP16akERCQuKPqoj/kBCtRikIaVtBCI2PYs69jlaYEPzDvTnnd+85v3POvdfHcfkQSjXRFTQEYoG8BWKD1FXX6XIlkzEsF1CPCXR6+4wl4ejUjDOpzXQZLYCUQG6CeBACzUAIXSYltA0xIC85W7pElOuk0xuLnSO1RaV/wLiVaqAueh+EUJcuod5aVKU3ZtxLNYMBQ9prCINQCUH6VbqGdEFac6L9xhK9Ss86o6w51U4ryE8dFAY5ADIHchvEC6eroFsg74NUQTwoQBedd15lq3QBn8BvQtZvoDckbDWxgqdQRwqkQMnMMrERrq7jdqfjuOFW1ytPdh6Hc5/BeW74EX0Ft/MDVddJyYmblgsQE1CBdxKobathj1rDrWGBjlJjd5hvrcA72SC3SekKtWhPHxT6Y2VUGzNW6Et8olEJXWGWesQMuXDPI08A4b2KGjNbYcs/mNlVehbe6LzQm7ht0PBz3+Rho4njI5NGhOPefcYmnmLCbACw6rW9RkDdMy1IjmHyGKffDHDq8JgRWIaEY8is/slqU8fMoLrjsOFXtYThVfvNJqjvVv9hRdUBs2l00DS+qV5Ur6s/VT116k7wGiNGx2jf6MgoDartkPByrzqielboWT6RKiHLz5oZPzz7EiONbMiEW/2hwsS1z/CJGJDa2PCMr+QjM96Sl0QuAb/+0iAU/qXVcIlFjIiiH+RXKjh9poAIf5SCEwpDtt9eC+mmEYLH4J1WuPrJ/YahbTdTDdX3aAHtgot9AKgD/h5CRs0wRFaSE0aI4+CoEeCZYqbYQpeK/Jrp4dtPPJzgCA8poMcMAlhN3WZEGzKMiGaOQP0PrAYNitdrXT3G+VUohWmBT6TBxWJsmHkHvUkvXSAlskZuEs8CLdE1epN6ngHW65QyOkiTdD+doXXNqR3kXfhwZ0AvgNwCoWgQdBLkGbErQQ9htB80ZEQEvCXw8lWSd7HwzHzEw78fmDrUIe/CtGFCFqtzGKMhbGGCMarHBEmovR0hFGiRrFQjeYEoKIFkPCb0sNBdVmdCfj0hv5KQn0rIuYR8KCF/PCFvT8i9CTnlJztQGMmki2v8d6F/LPQBobdbnWH5XlheDctfDcvPh+XPh+VPh+WZsDwellMy3o1HkIzGhB4SuptrfP9y875mVL+G76N9SKZleNo2xEiboyWYS1odLQkgOaFlluogXhSSMHjrQIogng2kiHm4HaM4/y+A/4YU/CnAtx2tn7n4hzUo8pypNryINB6Ff4BCWAX8PiqK/fdQXOB3N/A7jvI0hH2bQ6oefwspvAgUMEWR5xwtBu6nnfizLNWCT0BNbn4KRQUtAy3CMbkRpjihC2wF96AQ4Vt0WXue3Yd41WF/NV0JO+wvUZcUHfY7zcWw+w343nTYnTjsrEb26/gd9k78VfZzzSX4KvuZdoPdUF0PEK/FBfFtTSS5FAIj8C/Ej7KvaxfYG7Xc56OC9DI8ZtHazF6CK80rd9gcpHlCeZYdraV6XBEnePSu2E3BeQD2m8L4iMYTb2Z7459jE1qR7YnfYLuVo2yUgf0q2xW9w4YVUSumiPD+EFwOTtKnFNm2eJE9OryCf4J8+DyIbsV8Bd8XfbO+476sz/KN+Hb6BnwRX4+vVQpIfmmT1CQ1SJLklTwSkZDU6lZvWzqCb0Cr18/B6+HaI9Z+wjUo/htDsETQw8jeTLMkO5W2h/Ws66setEf0rF1/4PB0GeOv5HDWXv8syn4mbP95SnFxw+Rjdp2SxnYgi7KH0kEg2+TLLkaHpl1c5RHnuuzAnmn4EcPWude6OObOvZbLoS3PJYPJwO6WXRPj/0Ed29D6gxHU/30Eu+2vZaem7YvdOdvgi2p3LmvvnQofmV4ip8kLmfElcopDbnoJT5DTmYPcjifGcx/SoKFOAQ2a+lSNVkAhToPuLgja0RqNQTTQVA6ctoiYoDG8yGnQZpxXLrLMeJkxwfHMoaLgFD1zNY4qOHf/hVPnR3cF526dX5RrF5RoFCjxKKeUI1EglKMR4Z584FZq7tM192nh/sIDt1lzX6y5L4Jb/z+NJ9P/i5GZnUrj7IHpsoTSuT1HarjFP7db9EHLlbEzXdfxVvoL1Kjn7AYlbTcqaZRMBnX/x/Dg494m2ws2HwinP9QTfLHrugfBk3N6E5jlDddAaiDFXdDO3LUJzM0bruCLD/VAkcUNlx/MLVAE+jg2BX15ImP3HwNQxnMomJkdh78NyMOYn5/P50/O8wEB2lTWHpt8bLqsaRm749h4Ts8EZ8dP/pf7o6zdD0FJHuTzZWwLgvJ5XcTp+nxtAbn58qPjZM0mqEjPf2jHPG+eZ9ExPKlb/VUltFX86l7RzaCmm0vVe/RsOWBycg7n+fkgHrLVcuRF3rz+T6z/9k0=) format("woff")}.ff5{font-family:ff5;line-height:.882324;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.ls6{letter-spacing:-.360192px}.ls4{letter-spacing:-.244416px}.ls7{letter-spacing:-.096000px}.ls5{letter-spacing:0}.ls2{letter-spacing:.096000px}.ls1{letter-spacing:.192px}.ls3{letter-spacing:.432px}.ls0{letter-spacing:.48px}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws0{word-spacing:-12px}.ws1{word-spacing:0}._1{margin-left:-1.47936px}._0{width:1.54368px}._4{width:2.928px}._5{width:35.040000px}._2{width:46.608000px}._3{width:132px}.fc1{color:transparent}.fc0{color:#000}.fs1{font-size:44.16px}.fs3{font-size:48px}.fs2{font-size:55.68px}.fs0{font-size:64.32px}.fs4{font-size:96px}.y12{bottom:3.843125px}.y11{bottom:25.672073px}.y10{bottom:45.348871px}.yf{bottom:62.87352px}.ye{bottom:80.705619px}.yd{bottom:98.230267px}.yc{bottom:116.062366px}.y13{bottom:571.190813px}.yb{bottom:585.179787px}.y0{bottom:585.435995px}.ya{bottom:718.766801px}.y9{bottom:736.5989px}.y8{bottom:754.123549px}.y7{bottom:775.030147px}.y6{bottom:807.312394px}.y5{bottom:824.837043px}.y4{bottom:842.054242px}.y3{bottom:861.731040px}.y2{bottom:879.870589px}.y1{bottom:903.544237px}.h5{height:29.432813px}.h3{height:30.661875px}.h6{height:32.53125px}.h8{height:33.328125px}.h4{height:38.660625px}.h2{height:44.659688px}.h7{height:65.062500px}.h9{height:130.051340px}.h1{height:179.98634px}.h0{height:1014.58492px}.w3{width:177.398636px}.w2{width:376.011320px}.w1{width:532.913291px}.w0{width:783.997438px}.x9{left:6.610174px}.xc{left:54.572371px}.x3{left:115.652433px}.x0{left:122.339469px}.x1{left:147.31978px}.xb{left:163.717112px}.x6{left:185.443577px}.x8{left:297.355368px}.x2{left:300.737318px}.x7{left:311.498067px}.x4{left:329.022716px}.x5{left:392.357411px}.xa{left:491.817478px}

ELG 2138 Study Guide - Final Guide: Voltage Source, Root Mean Square, Volt-Ampere

Canada

ELG 2138 Study Guide - Final Guide: Voltage Source, Root Mean Square, Volt-Ampere

Get access

Related Documents

ELG 2138 Study Guide - Final Guide: Short Circuit, Current Source, Voltage Divider

ELG 2138 Study Guide - Final Guide: Matlab, Verb, Current Source

ELG 2138 Study Guide - Final Guide: Inductor, Dependent Source, Voltage Source