Nguồn điện được kí hiệu bằng kí hiệu nào sau đây:
Câu hỏi: Nguồn điện được kí hiệu bằng kí hiệu nào sau đây:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVkAAABKCAYAAAARxydaAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nO2de5gV1ZX2f2vvOgcFm4siXvBKwCgSTaJ4Af28xQuYMZiJl0R84sQMJHEMaMbPMVETTb5kZowGkskkMrmZccZRZxw1I+AtxihoYhITBYPQXlDHOyICDfSpvdf3x95Vp87pBmnothuo16c9h1N1Tu3atevda71rrV2iqkqJEiVKlOgRmN5uQIkSJUpszShJtkSJEiV6ECXJlihRokQPIuntBpSo496lL/V2E/osTtx7j95uQokSm4QOJNsdN7pRg/ceNSGmJiKogKpijMGnDmst3nusWNQrahRVxVqLcy7/LRHZ7Pa8lxCFj+xTEkKJEiUCekQuUBQxgRxFBO89AgjgXZ1gQ2KDoACqGBFcmiKAMWaLI9gSJUqUaEaPkKxTxcfEsIwoBcWgWAHnHMaYYNWqgihWDKJgEKwY8Ir3vieaV6JEiRLvGXqEZI0FbGRZ78CliFeMAl6pWoM6h/cej0NMsGCNKEYU71MET9U2Nk8hyA4S3pcoUaJEX0ePkKxXRUSiVKD0q1ZR51jT1sbaNWvwziEiQX/1QX+1VljTtoaVK1fi0hRVDdqsavgrUaJEiS0Q3ZddoEFzDSqroD58aIzgnOP1V1/lpp/9jNVr13H5VV9DBbz3VGwC3tO+bh233XgjrU//meNP+xjjjz4aRJCg8OKpW6+iHQ6do0sqbv6Dm3LCJbZk9GwmhwJKXkxpLCioCggYa0LsQSBGKgr3DCGeIRIDxSGmgYI1BlUN94QqSM9kYJaZHN2LdyVZjQMGBFFZDx9F3VWzIWNQI/gQ6UKcY9WqFcy7/35WrlyNufqrpDiMJGiqGBuI+E+PzuN3Dz/EqANHY44+Co8hwVBzDhKDNwrqqIgFH47rCfJB3jAf3hoE530gaiMoPoTYVDFigDhgxeDVB74VJf5wdkZ0hYFFQbRk7G0eChJJUCESooAEckxdjYq1eOeoVCv4docBjBEES82niDXU1KHeIgLGWtLUxTgG2CRBXe/HLMq0w85RnKi6bMlm1mqG7DIX51QjntQpSopvbydJa6SrVyO1dkz7WtJVq/DGoliSSr84IwcCxdewcUpXQpAsSRJqIiAe9Qrqw4GNNPCgZIM7dQiGqiheFQeIKOoc1tjQWltBEDzZDeDDD8ST0/j/9U0rJUqsDyF2EOSyhmnaewxQW7uO1159lddfeYUlf17IO2+vYMXy5QgweMed2HnXXdhrxAh2GT6cnXbeBVOt4B1UrMVFwyBNHbbMvtki8K4kmw8TrRNpsPqKr4HIQBFVEqCiysoVK/iXa6+ldcECVq9ZzYo33wCnfOHccxFjcR5O/eTZnHbmGQiC+PqPqwRLOLMEvHckGoJniSpOwImSGY6CYhXaVqzg7tvv4I2XX8FGqSHugIjFoRx3ygT2P+hgnDF4CZa6CLn2K4CK6XJ0TSmVhxKESbuYmogg3kF7jT/97vc8cM/d/Pnxx3nh2WeptbWR+X8AGAMC27W0sO/7RnLghz/M8SdPYP8PfADvFZtUcA6s2DBem7WzEn0O727Jaka0nV3Mju6KSvhUDNTSlBeffY6nn1wQ9vUKGJYsXBitV8Orr72KGkEyVSLKALlIETMMDMLCPzzO3DvvYL9R72fipI9hB2wX3XPNLYaVK9/hnrv+hyVPLADnGgdh8LvYY8S+jDp4DE7AS/xulDqCMSubxpYFou6LEG3OzMh6uTCZZh8j9b4r6O1I40jYYieVTmbE4lBpzmDpmtYfOsxgEAyqKauXv81Pv/9dHpo7l2XLloGHYXvvw2FHjmfUfqMYPHQIqfcsX/YWixYs5LGH5/Hnx//E008+yYNz5nL2+Z/h9MnnkCKIsRiVjnefNrazWbkqmBD5u/wSS+9LD1srNkouWD/J0uHCAngVMNAydCeuuu46WN3Gc88s4ZtXXsWa1W3cePtt1AS8sVQHDypQZIcDx1xZQ2IMLyxu5e6bbmbVscdy0ikTqPTvH7JvcxNYaRk4mNPO/iTLjn0NQz02oDHjoYYy4sDReCtoHGHZQJM4oWgzk3QBm0Ox2smktX6YTjTyKHJINu0Uzg0Qr2AMKooTj0rIXRYf2FfEgAORBPWeYCwFt9SKpT11kASXFSNY1fj7Pk+v22JQuMQCUUctbFZwRQ2sC5OnAD5LFFdH2/LlzPzm1/nlHbeRGMuI/ffnwr/7MgePPQxTqeJRahriB6hyhhcS53jw/vv4/nXX8tqLL/G9b3ydRc8sYtpll1OtDkBMgojv0KwGku3Q5HifiTaMi3j6ZVpkD2EjNVmfGZhApn0C2nl005kg+KfGM2CXXUhSx9B17VDpR03WMmzffWhDwVpUQxTVF0ZH8YY1xsT8WodRD66GiVkL4fgmEoonFdh+4BAmfvwTmOhKhcETqsushH2dBDlCfdBwBbA06c1qqJvXXcBmEU09P6NubZhIvvXbQdTkJFE/XEawWrBTGvcxxuK0HjwBMCIhqNJew1rBWoOqR6yAOsSntL29kvvuuZcdBg7m2AknYysVnPrY7xrKqMXn11AUGm/fxraHSbHz7Rvet/uQNzHK8MWRnB3NeqLrr2iXxoHBGoN1juWvv8q3v3YVj9x3L+KFcSccz9XXXUvavz/eJPgQHaYiFq+Kx5BawQFHnnQiYz44hn/4yhXMf+jX3HvTLdTa2pl+2eW0DN4RbC5KNJ5X03nUTzXk6hSlv2KbO3ypRLdgI0i26FzGG1fAFK0/AY2klIWKnPdYE4aAJAltLkWNQa2l3StUDE4V4wUTSVmlTgwhHiX10lvvsQCqqDq8+qin+kg44bteNMbEJLdeVZL8VDRj8BSsEDINVAOxhLdhIG7iYNsca86ood6DDVvyz7LtSn0SKRy9TgYZOUlm0Sg1rWGMRWop/UyYVhyhz4xJAMVpioji0naeX7yYR+7/Ff9z620se/kVxh59DIcdPpb+Q3dEJbapMNFmc1Kwlxrbm++DhFSmQos3dt/uRlEVyYZFZtVqTl/ZmJc8c0QlTgDxGmSTQb49egfp2jX84LpreeSX92IrFjThqSf+zN1z7+OESaehJrjpRizqw6sTTzseY2GAqfDgAw+y+OlFQau1hkfvvo979j+QSZMnI7aKzyoqm9sg2qG9RXt1vT5Tac52OzbSki1YGPHFQ3BXjQECoeUuKqHgy/jsgiqDdtqREyedxto1azDWgNMYHc1cF82F0aBkCd4FsswGvjHRqhDFi0fFN5GaCTdK1KtEbMEyzdoWKMAQJAQ0EpMRat4FfUEkkLTvOtlunlygDa+dbWt87/ODFjXT8Jnm7JHrzSKgHpMkeBeNNE9IcTOg3lPB07pwIXPuuJ0/Pfoblj73HC71HDXxJE489TQq21URDUHGrFRaIZZE18+/8/Z25dw637cn0DCGNPu3FPozjBktRPPr36mTcX17qFx85OGHmH/vvfQf1MJ5U6bwxz8+wSN3/4ofXHMdVBJOmDgRZw2KwUoSrlkYfojz/HDm9/ivn/6UNavbOOszn2Hfffbh77/yVW698ecccex4dh/5/qyB9TZL/T7Ng76xjRKn5w7nnO9VoifQ5RSuXMeKPnYtrYWZGA2EK8GISsRQ05TEBPdz6K678tlpFwZdVMPMaxDSSJ5GPVnAwHmXW7L5EBahlqZggnYoGUE3D42MF7VOphkyyUMabuRgjCnBRQ6Ws6I+zfNou4LNVgs2Gtqwe1FogMJ1yi1LQrK7MdTUo8RKvJrLSfP1117nxp/8iHlz5vD2W2/inXLAIYfyuWkXss/+72fAoEGAARVMkdib2rCl3K15M/MxU3Sjo86ck25nEkfmNTT3vmf5W28w9xd30LZyFUdMOJEzzv8Mp7at45p+X2fe3XP5p6//P7RW4+TTT6em5BapV6V91QruuPFGbvr+P2OShEmfmsy5Uy9gUEsLj857lF/N/h/uvOkmLvjKlfiswSKFSalZdpL4X90D9VCXdza/K7uGbOz01XFSsK26o40bkcIVDmoEXHFUatAz+1kLXhErOBzqwbqwZKGXYC2KBqs1c3NVfb4gTCICzpFQH+CJqVuvagWfOiom6LPh6qRY76g0+Tz1wJE0EKloDGaZeqFBMaoaSnhTjLWBwL3gnCepJLguWrPq9d13Wt93uxLhVQn2fqF5wTpvdHtNfAXwNlrvAiaB9vY2fHs7y195jbtvv4Pb/u0/WLl8OTsMamHkAQfyqc9OYdwxx5H06wfW0O7TyLESrK3ofjaT7ZZAsnlKdGyrErjSa/18ROoUpRTlgjCmyLarFPo89M3/Ll3K0wsW0G/77bngwmk4m1BpqXLZ1Vfxo6FD+MXNNzPzm9/knXfe4bSzz8Fu1x/Ek65axa0/+Qm3//zneCOcce65nHP+VAYMGkJNHR898wx+O/9B7rvrLv7qixdTHTQQQfJ2h8Zn3kUTm2nIGxdTsL6zM8zmiy73Yz1T3jd9ObvPsmPldnXdvcxTKPsSTAwqN6ITD0zq3pYUx0fTvhtR8VV0MgJEFaPKy0tf4IXWZzC5zhM0UOuCu54msWnekxDXMlCPiImuegjGqPP49rW8vWxZ3TigPrOLNaj3wbbwyltvLOOxXz9EdcDAfM9MU6PwWpwTwudRXlCTq4ChRNHFyi9QMQxoGciHDh2L946uLu8gXdy/AV0aa/U0twZrvcHAyoqSAQ0BKuc9iQHSlCULFzDv/vv55V1zePn5pWzXfwCHHXsMx02YwHETTqa6/YBYJxfWmBBTwavDJnHN33isoM1qA7n3dZh48+cBXSWWsYbXNE1JkiR8ho2qeBw1+TkXSFjrY1ZS5YVFrSx75XUOOfxw9n7fCNZ4Ra1Q2aE/533u81gj3P7v/86PZs6gbW2NT573aRD46czvMufWm1nXvo6p06cz6exP0W+HwXgRvMLuI0ewz8hRPPXY73nsN7/l/5x4Ik59lNKCt2KkLg80zCTRpXHqI0GY4H2qhntC60r0xsJLkTQb7flse37/ZduavtOZH7Z5AdIN7NtJILnDb2Utih93VnDVwbDYgMm7cXKBZInVUYdTqHj4w68f4iffnRlIM03J/REnweLJ7G5jEOeiCZDfmRBThjJ3pq1tebAOvA8dYSwY8M7ni36jsHjhU1x71dficl/F2bLQXwW9sqEvpdBdqo09JSEwt/dBB/H9Qw/FNY+YjeyrTUVXCDqbP0HyIZOdSjbZCR6nHqsSvAPvSVR5ftFibrv1Fp6YP48Xn30O7zxjx4/j1E+cwehDDmHILrviMfhYc+8BjeliRgw+TTFiotUedHnvHWLMFpcbHyYFH7wqY0hrNSrGUDGBWInrIXcF2p7y4tPPoKnn+I+ciFqDJDHQ6KD/4MFMuehi1BpunjWLf/2n71Bb/TbPL13KvDn3UNm+H1+45FL+8pxzoFIN4xCPWsOQoTsxYuQBPPXYH/ndbx7l2I+ckBc+ps6F9Q28x0g+2MN5Ru3D40nE4AuFOLkVTNeHe1Y6nH256FnlyLiA4u2meRl6fYWSQnvZ9ADphvYN+9sN7uvFk2a6SuG7mVPbkOpH8bhNGyM2imSbh1jG8u1pLaQCpe31o3iNRQcWNG1sQPYmv6JZVVVwx0LJLMFyJeqjPmYIeCWpVoLF5BXnFFHXPJ00NdQXZhhp3E+bvmJMPFODS2N6kuk6Yfou5bo2YT0pcZ3sSJZH1yCLkEkFGk/R0y9JcGnKqpWrWPzHx3lg7lzuueMXtK9dC8CIg8fwhYsv4vCjjmadB6zBeTCS4F0NUEzFot6hqiRiYuaGDylhTmlvd1QqlTAZwhax2Hq2ZCYag7QKb77yCjfdcEMg17gugKpHRMNYaqh5LE5rje81TfnD/EfBK7vuvlvQP/OqxQQ1CVqFL1x0MZVKwn//7Gf82/U/ACe0DB7CuZ+bwmlnnIGvVEh9aGCwSj02SRi442CMSXjkvnv5vokeRJz0xEiUjIoZBaFdcZrEi+GUj3+MffYbhccjpp4p0eXRW7zlGnP4mnZa3+xb15K7M0DalQBq5/s2vxIvs8nPpl6rU8+57wzvTrIF/y+7dXwsADht8mROPetsKMyE2X7Nmhc09n3RulaUtWva+ObF0/j9vHl4DRkLBkE06DYqGgNfhiOOOppLrv461SFD3qXx0dJqOn/txMWpbxOMNaTNjd9IbAIv57AaipPXf/vW2x60Vd+JdhT3V4+IsG7FCu76xZ38eMZ3aHtrOXiPGMv73r8fp/7lJzjl9ElsP3gwbarh3OMRjXi8ASPK26+/yqIFC3np+aXstPNQ9h9zILsP3xP1YS2I7ROD82lwqsV3nOs2dD5s3L7djWLQJ/tb9dZybvvpDaFSMCNaASTtWksy3UQMAwYOBMIjlqxYEmtIXbgGziifPu88Hp47h9VPvwNi2GnXXfjIKadQ7T8gpDpaS1akEFxtoV+1ijHw1ksvceuPfxxPJNNqGm6sAuJZigWxHHTIhxi5335kZ5blV3eVZDdquDdZtw1Dto/Px51yZ9Nckqn465PLNm2pw6jn2Go/TKXauCkOiK5A8Wxngj5LNvtqINbcDi1aRxWD7b89yYABm9T8ziDUpQyNgYMGq/s9wCMP3L9R++UubidbQlpxtnSe47WX/pebfvJj2t56C5MGHVVtwumTP8VpZ56FMwmOWPAR1/8VEVLvEDwrli/jX759LffceRd+zVpIDGPGfpiJZ36CloGDwIMRi0dwGp58saEu6wpxFvc9ft/zNvJbG4voIoqSSoiJDt51GBd+7Qosik9rVJIkrNCmwQLcWGi6jrvvvI1FTy5kxTurwBuqxqLqqWmK2hDAXfnm21wxfRovPv8Slf4DSNMaLz37PD/64b9w/pem0zJ4SJBnNAaMxWHVs3ZdG947hr9/fz45eTK1NMVUQltzuUqV6KfnZ5udQbv3jBy9P2qDRm+MIE47d/Xf7VwbulQ7fD+M1Zjd0MHYCamYfYpoo5NotePaJb5RgSkE+jY8NW3WerJZsn9WNJCvn9lFd9GqBLeoMCDiEeJxivmwMRQXnwHWHZaOZrmy2QIxeRFE11fh0i5OMEX8w//9264cKb50cvNLJo4J6Zo21ra1xRtIww2bpjz229/xF2eeFYoRrMkXWvfeB83dGlwt5TcPz+dXs+fi29Zi8FDzLHjkUVqffIJKtVpoQ8jR7KSivlvwlc+c170/WJhAlVBCO2Dojnzsk2eiCtYIXsOi8SIJqnZDv9aI9jW8+vLzLHpiAS+8+CKHRe5L0VBa6FOW/e+rfPOyK1j4yGMM3WUoX/zyZaxzKf946eXMvvUWfKJ88e++TNVaIOR7GzGktZR33nwTrzU+dPRRTDjrLMQYHOEhpWl8tFNwZwuFIiiiPlRLJglr05R27zDxwaVRge5y2NYUhrtSWLApv4fqQkXjBJsFoOiyUdaziHEOBRum21wbMAiuiXEaGGg9wa/NItkiuWaWphaIaqNRlBuiyxMoLuap5twtdTEtI/Vu0P86a2tv6Io+de++U4aseZ0N0Mxn0SwkFjRUl2W6Y9hhQAvqBbEh48NJuGGy4o+0lpIYy0vPLWXd2rVYazDxKcKqSvuatWElKGPAp7nvpD3zsI1uhzSYVXWt1WMQIQabkui1vYt53gSTJOw1Yj9M0o+H7vslZ50zmVSU1ChVVZYtfYEffusfeeqR+ew4bGf++tJLOPLkU0iSCu3ratzwvRnM/Y9/x2jKX31xOoN23g3BYBXeeP0Nnnu2FYCxRxyOs0lIPfMx/mBs1Agb2xTOIZAx3oNNwll7wjP1oGFh/I0+19xljuqqCcuH+lipKdmKZIV1NsLtm6XF0S33cLdBY1+ZUCTinWKNwauLXiKFe48ohWg0MDofJt33ZAQ2nZjyFY/ystrgt4gJAS8TAxP1ERDzXrsJxUmi+FloUteOsznkfOu8RzZqv0wuVur9kum19diDYrzn5Wef5erLvszSxUtyjXHwzjtzwqkT8IkJgQ8MiQb9m+y3bSj1HL7bcKrVKutWrc7TcdRYxp88kSu/9S1qBA0b7+JgM1sM0XZEkIw2165SaxhxwIHssvueLPj97/nzwicYcfBoEoRXn3meb19xFU/+9jH2HDWS6V/9Ch8YexjeVlinykmnT2LgwAFc/53rmH3zf/HOW+/w1xf9LXuNGAHAi4uW8NzTzzB0t+EcfuS4kNaYST3RQAnZAh2JlvXSQH1zV8+9OXTho1eogJjA5wbN+1UJY1RN3WDqSxkpQZ8mWtlat7ZFENMYGJTCq2xAWuwWuaBozW4KOWksh81EIZU42DOXXSIBZFdOuurEbxjFtm4quXYHuqIx53Zj0UIgDmCJ6zI4z74HjObiK67gjlv+k6WtS9h1+G6c/LFJHPjBD6FZUnp0CBqr20MV0pHHHMMDRx7JYw/8MvSNEYbttTefnvp5kpaBYcZXBXXYXCzoQ5ZJL0DVsOuee3HAQR/klefv5Lvf+Tbf+/EPWbrkOS7/m4t47fmX2fN9o7j46q/x/kM/hJOwslm1koAIRx5/ItXtB3DFhdOZf88DpGtqXHr1V9lt9935rxv+lTUr2/j4OZOxSQVfuOfCsTsaDD2J1NS9ZIsgqQvZQULMMQ5utvH5yichRzkzEpp0480NkHbXvjXvqCbVUA3qwpMqXHZukHNQRltZblJnP7rZckHxtfn9xiKspVVXhLKVsRAJeZ4YVMGJATFocU2CrQld6Lt6zU7ThGOIRR8OL1CpJBw8diz7HziadO06xFq2GzggpAepIjaBTqvUwhEGDtuZy//x7/nNrx/kycf/wB577M3xJ53MTrsPJ0VwGhfZkZDkvlnFGFsJVISWITvzkb/4KL958AFa//Qn/vkfruHx3/2eV555nuF77s2XrryS0YccSs0INgi1pGmKOMVWqow9+hiu++Esrph+EY/+6kGuu/IqDj18LL+bP59dR7yPUz5xBiR1ndgYEwpEeG8NBC/1gJBRiSX2YUEnESB1tD79NG+++lp4gHUMaId+gvWpwJ0R4PrQlX03BqEq1ZFIBe9DENmLssfe+7Ln+/bFG5OrdFrwquvtaOz/bpULNhkaLpBo1ELiQxjVa32hFiMcffxx7LXPDQwaNIh+LTv0SFO2hBzPgKL1Et9E60G9R0WoVC3t62pUEku1pYV+O7Tg0RBVjlZp6lxIlZPCQImujxohBfoP3pHjPvoXnHTaaUH7E4uPE15IcNf8e1li/LYMJRSEHDLuSE76y9P573/9Gbfe8HOMWA44eAyfu+hLHHTEobSbWEgSS8+NhuCVI/T9mCPHcuW13+IH376G+fN+zcMP/4r+Owzk7M+cx07Dh+OzyknCY5qMCYT1XlqzFZdlCcQYjYS1SowEy3ZN2xruuvkWHpw9O2gHCoVHoNBTD4PcPMS2+Wy1nsBLkyafy2cvuIBUs7WGo20ujQGwZsLvGyRbjGtmQrwPT/X0PsUYiwcGDt2Rg4buGNdD7V5ddkuDFl8ljzsFu9ZILBbxJElYfyG4MvH5UKoYG9YvtUYaNQLClXAE0gyZQOFhfu0aFgEKFTZhNk9sgnMpki3c8571QB9GDDzafhU+e8HnaV+9irtuvQVVZbe99mL/D4zGxzS7BAH1WDzZ42qzQFbNwB6j9mXY8F1ZsugpVD0nfuJ0jj91Ikm/aoNMUAw8v5eGQlh+NC44o/H4Jsh7zjmsDY/J8c6Dj4HdbIU44pf7LArWi9iQIkdj3KtTNHV/HyHZMPNnWkd2oXxMSwEN0cmYt+hjee42f0NngYpCkoXRrG6NILc4H0otRSArdjAW5zUvwWx+wkI9JyFOZLFk1sfvZ79vAPEeo4rEInbdYjyBnkNIZQp/Owwewt9ccikqhtm3/icPzrmbxU8t4sIvXcTY8UfRv2UHnPc4E55WYQwkTqitbuO+e+fygxkzWP36G6hTzjj/fM6/6CIq1e1QB2rqGZq95YG5GGzLJ/vYDBUTnp6xveGCy6/gc5deRvGJDBn64mhpWGQp/luMwSSWdhvSFYGGDJXG02r8V58gWRcTwqWaYCsJ2GAlGROfXuCVSpLQntZiiWOp/G1oeEZDCiDWsGfI1myI77IyZtYzO2sIWqCF4EoxpS7mEFrJdKx3bdo2AYlP4giPpYfqwMFccNmXGbL77jx455288sILXPr5Cxi0884cdMghjBw5ipYhQ3DiWPbmMp5ZtISFf/gjbW+/TTKgH3uOGsU5n/0sJ536UWpJKNixBCmnmVvfa7Ld4FKAJng8plrFVKud7tJXh0pI2JAO3sKm2N19gmQxQrLddpxw+iQO/PAHOfjQQ0jxeDVUCEvHaeqoGBPXBmh4bu42iixW24nwr3WiDQMl886kw/ebF7gopocF8tX6AbJBJjE9SDX/Xv66oVyWbQRC6HfxGnItrcW07MDkL3yOo447hnn33Msf58+ndfFiHrrnXh6aex8NV1CgZdAQDjniCD549JGM/8gJ7DFiBK5axbc7rA3FO1uC17DlxDgakbW6KMNsrBTTvEffIFkFYy0nTDgVG5PmvYkxVw1r0eYLaEerKnopJaR+e0qTVQpk66C/a1dl+YENn0k9pU2bVnWq798xCWZbvywaq5nUGKqS4FJHJQlrFYw88ED2HrEvp3x8EsvffIPnWp/hjTeWsfyttzDAsGHDGDZsGMP33Ithu+/O4GFDoVLBqZKmnsRYnPdo0rHss0T3YHOqNjtD3yBZwu3r4wpBDTAhTSi4HlpqsUVox7ch97COzAj1dEyWKca7igQr2QeSLapcp87cai6Se/EfJQidU8GrZ63WqFpLWmsPa9Vai+0/gJ333oed9tyT0YcdTntaC1kZqiS2EtIVU4dDQroQ5AHHtOawlYSaOsowY89gk6zvDUhlHUj2xL336PoBSrznkMJFbSQ9zde9zJBXAhW/B4VKu7o8kDFvRqYa3X/xhUeXZPtL/YdEGwl4m4YPj1bCJHhq1EiRJOZUeiVbNL4qFuOERG3MNxBtE+kAAAQ7SURBVA3WqmBBKvSzCd6loOCMkkqKqSa0uxRrSku2p1AsSGq2atdHwBvKOOgzlmyJriF7alPD+rVZZBfNSTPTUKGTqOl6fjnLK+goBARb2Cq4PDu2/uyobNX55seQbGuQ/PG3PqZZhiwOJMQXsqRiRUidz70zERNWnosyjfMh5yZMfhpX5PJxDY/ePMNtB92hKZck24dQehFbC+p5oNmjecIDOQvTm4R4A4Wk9jxQCZFoXd3LiAHMMqum59HdwbqSZEtskygntBLdiQ2lspUTY4kSJUr0IES7O1+hRIkSJUrkKC3ZEiVKlOhBlCRbokSJEj2IkmRLlChRogdRkmyJEiVK9CBKki1RokSJHkRJsiVKlCjRgyhJtkSJEiV6ECXJlihRokQPoiTZEiVKlOhBlCRbokSJEj2IkmRLlChRogdRkmyJEiVK9CBKki1RokSJHkRJsiVKlCjRg+j7JDtnKiLjmdna2w3ZWjCHqSLhkdUd/sp+7hHMmdrYz+Nn0korM6fOpOzuTcWGxrEgU+f0dgNz9HmSnXP7LGA+t9xVDsfuwQSuV2XJjHEwbgZL4vPkVZcwY9x8po8qibY7MWeqIBMXMGNJ1s+K3gCfllFMn/UUS3q7gVssCuOYKczWev8umTEOZk1EZCp9gWr7OMnO4fZZU5gyBebfclc56/coRjLthhmMKye0bkPrzPFMnAVTZs9j2sjChpHTmKezmdJrLdu6MXLaPHT2FGAWE8f3vrfQp0m2deY3WDDjEq6fNAXm30J57/cwRu7HmN5uw1aDOVwzfT6Mm8ElEzrbPoFLZox+rxu17WDC9cyeQp/gjT5Msq3cdQuceepImDCJKaWF1eNonfkNZjEu9HmJzUPrYhYA4848lfX15shp0+iUf0t0C0aNHgfM56le1mT6LsnOuYbpYy6PbtYEJk2B+dOv6RMay1aD+dMZVQgWjJo+htna5NqW2DQseYr5vd2GbRwj9wt+2YLFvWuc9VmSnXP7LKZMqs/zEyYFjeX2kmW7Dw2BL2XJjAVMFGF8GfkqsRWgdfECAMbs17tWQ98k2daZfGMWzJpYSMmYOAuAWSXL9hhGTruBGeNKj6FbMGESU4D5ve2rbsNY8tR8YByjR/VuO/okybbedQvMWFJPeYl/IWB4e0kAPYaRBA9rAb3sYW0FCBIXs76x3pS41pnj6UPpnFsX5kxl4ixgyuW9Ln/1PZJtncmnp4/h8k56ZsIlMxjHLL5RurM9gizlqC8MzK0BE67Pco+lA5nOmSp8mhu4vox8dTtaZ46Pnu8UZveFDta+hCUzdBwooDBOZyxZ3zaUcTN0yXp/qMT6MVunFPux+W/K7N5u4FaHJTPGdejnsps3Fxsex+Nm9B12EFXV95jXS5QoUWKbQd+TC0qUKFFiK0JJsiVKlCjRgyhJtkSJEiV6ECXJlihRokQP4v8Dz+b8z/nHC4sAAAAASUVORK5CYII=)
A. Hình A
B. Hình B
C. Hình C
D. Hình D
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm Vật lý 7 bài 21: Sơ đồ mạch điện - Chiều dòng điện