Cho mạch điện có sơ đồ. Hỏi phải đóng ngắt các côn...
Câu hỏi: Cho mạch điện có sơ đồ. Hỏi phải đóng ngắt các công tắc như thế nào để:![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARMAAAC1CAYAAAB8mxv/AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAdlElEQVR4nO3deXxMZ///8dckk30naUPpLaFIrTex1r6vQXFrVKWKktJyq+V2W1pVqqVVStBSRKu0llJaRFNRiggtQVtbQqMkkX2dZGbO749+f+7bLSLkZM4k+Twfj/nnnHOd+cxk5p1rrnPOdXSKoigIIUQp2WhdgBCiYpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqtBrXYClZf3xM3GZzjg52GAqNKL3fBJ/Xz0p1y5y2+CEjdmAjXMVqj1RDddK9+4I8egqXc/kx7eb0aJpfeo+VZeAZ/7B2GXRpGVdYsMrjXm6/lPUf7ohI+as5HiS1pWWB2ayU9NIz8jBrHUpQnO6SjmfydWFPF17PqMS8pj2xF+L0mO3M2Xhx9QctoF5A6tpW1+5kcnB9btJdfenz+C2uJagxblz52jYsGGZVyYsr9L1TADyU7MpwEh2OoBC/vmvWbznV6qP/lKC5KHYYOfogIO9vsQfpHbt2pVpRUI7lXhUwBY7W+DaN8zbcRYCQ3mnm4fWRZUzrjg7OVPg7IJzCVtkZGSUaUVCO5UzTHQ69BjJPnGCBaciyRr+LitaO2hdVblguH2Jo/u3cuKGM85O+fx+4jfy7L2IOe+HQ14uOX/rwKherajhaad1qcLCKmWY6HS2GDGx8+MZ3PjJwIyeP3C1oBf+9lpXZv2MeRn8efkXzlx0xdmpkD+vJWCwS6FQl4U+P4csYz2yC0yAhEllUykHYA2nZlMvcAFPLvic4LhPWLzhENWmfMWKGUP4exWtqytfTn+zj3S3WnTpVL9E2+t0Oh7qI5fxG7u2bee7U7dwtCkk56m+TBveg7o+0pO0NpVyAFZRzNjhQJ/g4YR+spVP5r+A47ej6T1yATtO3da6vHIkm6zsLLKyMsktq6ew0ePg6IKbmxuurm64OTlgWyk/tdavUv7McfRwRo8OnQ3AY3T9Vzj1mi3ilRnvETz0IktXzOOVPrU0rrI8MGMsKKSw0Fh255m41aHX85Pp9XxZPYFQS6XL+J8WNKfFwOX8Rj7vDXueccujgWxSEuKIjk2jIC6cCUHt6DHzIyLjjKo/f05ODlu2bCE6Olr1fVueE406tqN1q3o4al2K0Fyl65k82WkCr/p74uFiS4HBiHOtmoAe35bP8cHmXrg721KYnwNedfCvYqvqc3/55Zds2bKFwMBA2rRpo+q+tWHHY7WeVG1v165d49SpUzz77LOq7VNYTqUcgLW06OhoFi1ahLe3N4MGDSIwMBAfHx+ty9JEcQOwBw4cYPHixURERFi4KqGGStczsaSEhARmzJhBamoq48aNo3Xr1vj6+mpdltUqLCwkNTVV6zLEI5IwKSPTp0/nwIEDTJkyhZ49e/L4449rXZLV0+l02Nqq+9NSWE6lG4Ata8uXL6dq1ap4eHgQERHBiBEjJEhEpSA9E5V8//339O/fn+DgYC5evIiXlxc2NpLVovKQMCmluLg4unfvjoeHB5cuXeKJJ57QuiQhNCFh8oiMRiMDBw7k6NGj7Nixg86dO2tdkhCakn74I5g+fTp2dnb07duXtLQ0CRIhkDB5KOvWreOxxx7DaDSiKAqhoaFal1Th6HQ6rUsQj0iVnzm5ubmYzeYK+UGwt7cnMjKSf/7znwQEBHD27NlSnytiMpnIy8sDKteXx8XFpdj1Op0Oo/GvSxhycnIsUVKFpSgKNjY2ODk5We4zppTSjz/+qAAV+tGiRQvl1KlTpX2r7ti1a5fi4eGh+evS6hEbG1vk+xIZGal5bRXtERkZqdrn9kFK3TMxGAw0b96cmJiY0u6q0ggKCiI9PV3rMjSh0+nuO6F0Xl4eHTp0ICoqysJVVUz16tXD3d3dYs9X6jETnU5HQUGBGrWISs5sNpOVlaV1GRWGwWB4uImoSkkGYIXVcHV1pXbt2lqXIR6RhImwGs2bN2fRokValyEekZy0JqyGm5sbbm5uWpchHpH0TIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJEWNS1a9e0LkGUEQkTYVFPPqnevYmFdZEwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKCRMhhCokTIQQqpAwEUKoQsJECKEKvdYFCOu2ceNGvvrqK1JTU7GxsUGv19OkSRNCQ0OpX7++1uUJKyJhIoo0bdo0lixZwpAhQxg+fDienp4oioLRaOTcuXN069YNZ2dnNmzYQNu2bbUuV1gBCRNxD51Ox5QpU1AUpcj1AwYMYNasWURHRzNq1Cj69evHu+++a+EqhbWRMRNxx+nTp3FyciI5OZn333//gdu3bNmS8+fPY2dnx/jx40lKSrJAlcJaSZiIO5o3b06PHj3w9vZ+qHZDhw4lIiKCTz/9tIwqE+WBhEkZURQFk8mkdRklNmrUKMLCwmjZsiUTJkwocbuff/6ZlStXMnPmTH7//XcOHz5chlUKayZhUgbS09NZvHgxe/bs0bqUEvn55585fPgwoaGhzJo1C6PRyLx58x7Y7rfffuPjjz8mKCiIMWPG0LRpU7777juSk5MtULWwNhImKrt58yajR4/mxo0bDBgwQOtySqRfv353Bd+aNWu4dOkSH3300X3bJCQksGrVKtq0aUO/fv0AmDRpEqdPn+bIkSNlXrOwPhImKjp58iTDhg3jhRdeYNmyZVqXUyInTpzA29ubgICAu5Zv2rSJo0eP8sUXX9zT5tatW6xYsYJ69eoxcuTIu9b17t2bmJgYUlJSyrRuYX0kTFRgNpvZu3cvEydOJCwsjIEDB2pdUolt27aNQYMG3bNcp9Oxfv16tm/fflevJSUlhTVr1uDr68srr7xyT7tOnTrx66+/SphUQnKeSSmlpaWxefNmtm3bxpEjR7Czs9O6pIcSHR3N1KlTi1zn5OTEqlWrmDRpEvb29rRt25YNGzZga2vL5MmTi2zToEEDbty4QXZ2dlmWLayQhEkpXLx4kfDwcBITE/nhhx+0LueRJCQkUL169fuu9/HxYd68eSxZsoSIiAjc3d2ZPXv2fbe3s7MjOzubgoKCsihXWDH5mfOIoqKiWLp0KVWqVOGTTz7RupxHlpWVhYuLS7Hb1KlTh+rVq7N//36aNGmCTqcrdvvCwkLMZrOaZYpyQMLkISmKwpYtW/j888/p378/U6ZM0bqkUqlWrRqJiYnFbhMeHk5WVhZvvfUWhw4dIjo6utjtnZ2d0eul01vZyF/8IWRmZhIeHs6FCxeYOHEijRs31rqkUgsICODSpUt07NixyPXbt2/np59+Yt68efj6+uLs7MyWLVvQ6/U0a9bsnu1v3ryJt7c3zs7OZV26sDLSMymhuLg4PvjgA5KSkpgzZ06FCBL461BuREREkeu+++47IiIimDx5Mr6+vgB0796d9u3bs3nzZi5evHhPm+PHj1OnTh08PT3LtG5hfSRMSuDYsWOsWLECHx8fXn/9dapVq6Z1SaoJCQkhKioKo9F41/LDhw+zdetWJkyYcNc5KDqdjr59+9KkSRM2bdrE9evX72p38OBBOnbsSI0aNSxSv7AeFepnzqpVq/juu+/u+WI8KkVRcHJywtfXl65duxIUFFTiQ7+5ublMnjyZ+Ph4qx0/0Ol02NjYULt2bebOncvChQsBuHDhAsuWLWPGjBk0atTonnb29vYMHjyYzz77jE2bNjF69Gh8fX05c+YM3377LVFRUWzevBmz2XzfaQzKK5PJREBAAB9++KHWpVgdnVLKv3ZkZCSTJ0/m7NmzatX0yJo1a0bXrl1p1qwZhYWFpd6foijY2trSoEEDmjZt+sCjGP+tsLCQPXv2kJ6ejq2tbalrKStGo5GuXbvSr18/duzYQdWqVRk2bBhvv/02rVq1KrZtTk4Oq1evRqfTERISwvz58/H09CQgIACDwWChV2BZXl5eBAUFlYuQrFWrFtu2bSMwMNAiz2ed/zIfUX5+PkOGDHngl8AS7Ozsijyz1FqtXbuWAQMGEBgYyNy5c0v0Hrq4uPDyyy+zZs0aQkJCqF+/PuPHj78zviIqlwo1ZqLT6cjPz9e6jHKpVatWeHt7c+TIEdq3b1/idm5ubtSsWZMrV67QoUMHCZJKrEL1TETp7Nq1i127dtGiRQu2bt2Kv7//A9u8//77XLhwgdWrV/PMM89YoEphrSRMxB1eXl6EhIRQo0YNhg4dio+PD1OnTqVbt253bZeUlMT69evZs2cPjRo1YsaMGdStW1ejqoW1kDARd9HpdHTr1o2IiAj279/Pe++9R/fu3e/apmbNmgwePJj33nuPFi1aWO3RKmFZ8ikQRapSpQrBwcEMHToUk8mEoih3jmbpdDrs7Owe6uiWqPgkTESx9Hq99DxEiVSoozlCCO1ImAghVCFhUoz4bRNo5aZDp/u/h00QGy+aOP2OH7a6/yzv9rn1nw1pzZT0q2wMtv/P+/w/j8YhqzlT+hOaRRmTMClGrSErOZEVx4f9/Okz/VtSzbsJqWtLs5lx/LygFo6t3+EPReHg8zIQWRo6T39CviggPWYhI2p3Z3uugqL89TgT9gqF4aE0fWY82y/I7G3WTMLkQQqTSc8tIDcrlVs5ACZyvp1Eh5sryTz2L+TaWLWYSc3IIb/QQGbqf5Y2Dl3J2VML6Xl5DYvW7uaS5InVkjApKVt7XHSQsX8WTx9oz5XFfShfU0dbL8VYSOofRzl1/k9SC7KI+yWeX8/EcOHKDTJNYNdsGMP6NSbm66+JPp/64B0KTUiYlITOFsfCNC5teosOR1tzbNEQqjoWvWnKhX18/2M0CbmWLbE8K0iP56uZvRg1+yt+vHWG5S93oXuPHoQuWMfpZAB/Gjf3o1bWdeJSMzED+Qmn+OnHH/g1sRAZsbIOEiYlYGvvTE70UrqNj6CpSwq3iulqx64fSZ8OrVjwi+XqK+8cvJ9i3Gc5xB2YwVD/znz821USElOJ+nQunXwBzJgVUG5nkJmdhwlIPLKC0C5dGPvFdXLLzy2dKzQJkxKwUUycs63N2JFPEPuvMQQNn8XW2KKvTu60OIldz4NMzv6w8klJzyavIJ+M2/+7LovUpExS/P3x962CHfC359azdXZV6lRVpGdiJSRMSqCwIJfAZ8ayYOMW9uxeRPf4hQx/+TXe3Xqeoo5YZlbMeYG0kxjJ3n2/wFMteLpGlTuLs3ILMUmSWA0Jkwexc8HRzhYwYzBD9f4zWH8ggjce+5p/hYxm0lsHSNa6xgrBEVdnR+z1dji5/Wdp+m8/8f746XyZVJNXX/4HLZ+QYW9rJRddFCPj94N8+/UavjhxjT+ufsQ0Dxv+/VpfGlWpiZe3DxhOsOqNf3Ap7QX6PruAye3dtS65fDJkcOHgct5etZ0j8X+QPGs+v3vnodilcHLTYeJM1Qle+g6v9KjDfca9hRWQMCmOuYAcatBzwps4Klmk2eVRaFIgK5G82sHMfVPBXm8k41YiBab/DJK4OoCjq4Z1lzeKQmG+DVXr9uelFnYYczPINQAGVxoMepVXXxhG3yZV72nm7GCLo4sHztY7xW6lokqYWMvNuu3t7bGxUe+Xm0dAH8YE9CliTQem/7tDkW2S9s7gn19CTspUeq5dQp8nVCun4nL0pMngWXw0uORNjBe+5J2v09i5ZRBP+RxgWgdn5Dzku+n1eotOfF3qMLGxseH06dMMHTqUvLw8NWp6JE5OTvzyyy8kJ2s7guHg24Axi1fj4ahQ1V7TUio2Jx96TllLy9vJ1H7M8kN/wcHBZGVlWfx5S8rJyYkrV65Y9M4Ipb7VRVpaGt988w0mk0nTyXLc3d0ZO3Ysn332Gb1799asDlHx6XQ6du/eTUpKital3JeiKDg4ONC/f3/c3Nwe3EAFpQ4Ta9K4cWNWrFhBhw5F/wQRQg06na5c3DfH0irUoeH/P72gEMLyKlSYCCG0I2EihFCFhIkQQhUSJkIIVUiYCCFUIWEihFCFhIkQQhUSJlbGZJJpw0T5JGFiBUwmE5mZmWzfvp0BAwZw5swZrUsS4qHJFAQaysrK4ubNm2zfvp1169bh5+fH7Nmzady4sdalCfHQJEwszGg0kpiYyNmzZ9m5cyfHjh2jR48eHDt2DB8fH63LE+KRSZhYSGpqKteuXePkyZPs2rULg8HAyJEjWblypdXMB/MosrOzuX79Orm5d9/bw93dHX9/f/R6+YhVFvKXLmNxcXHExsYSHR3N6dOn8fb2Zt68eQQGBmpdWqlkZWURExPD999/T2RkJNnZ2XfWKYpClSpV6N+/P61bt6ZNmzYWnVdDaEPCpAxkZWURGxtLbGwsZ8+eJT4+nq5du7J27VqqV6+udXmldv36dT7++GMOHDhAvXr1mDZtGo0aNcLe/q/ZoAoLC4mKimLHjh1s3bqVwYMH8+KLL+Lr66tx5aIsSZioKD4+nlOnThEbG0tcXBwmk4khQ4YwcOBArUtThdFoJDo6mo0bN2Iymdi0aRP16tUrctvatWvz0ksvcezYMRYvXszly5eZNGkSjRo1snDVwlIq1ORIDRo0ICwsjI4dO1r0eY8cOcLJkydJSEggKSmJunXrMmTIEAICAixaR1mLjY1l+PDhdO3alQ8//PCh2j777LOcPXuWixcvqjpPrxZkcqSiSc/kEd26dYujR49y6tQpMjMzyc/Pp0uXLvTt2xcPDw+ty1NdZmYm4eHhODk5Ua1aNRITE3n88cdL1DY5OZk6deqQkZHBxIkTCQsLK+NqhRYkTB7S2bNn2bt3Lzdv3gTA09OTkJAQWrRooXFlZUdRFPbu3cuJEydYv349x48fZ926dYwdO/aBh7PT09OZN28ef//733n77bdxdHRkzJgxNGvWzELVC0upUGGiKEqZTJ6bm5tLZGQkERERGAwGPDw87hyl8PPzU/35rM3NmzdZv34948aNo0GDBtSoUYNPP/2U8PBwRo8ejaenZ5HtzGYz06dPp1mzZowePRqAtWvXMmjQIK5du2bJlyAsoEKNmTRp0gRbW1tq1aqlyjUuiqLg7OyMo6Mj7u7u+Pn50bRpU9q2bYuDg8Mj7zcmJobly5eTmppqtYdMzWYzLi4uTJ8+nfPnz7Ny5UqOHz9+Z/3t27dZtWoV3t7evPTSS0W+H1OnTqVatWq8/vrrdy13c3NjwIABVn2riPtxcXHhiy++kDGTIlSonsmKFSu4dOmSqn9ovV6Pl5cXTz31lGoDqo8//ji9evUiNzdX09uDFEdRFJycnNDr9WzdupW+ffvetd7b25sxY8awYsUKNm/eTEhIyF0Dq3PmzMHb25uJEyfes+9x48axcuVKNm3aREZGRpm/FrUFBQVpXYJVqlA9E6G+Gzdu0KlTJ8LDw2nTps09669fv87y5ctp0aIFw4YNA/4KEmdnZ0JDQ4v8CXT8+HG6dOlyz1mzonyrUD0ToT6DwUB+fj5/+9vfilz/5JNPMm7cOJYuXUrVqlU5ffo0Dg4OjBkz5r5jKfXq1dP07o+ibEjPRBTr8uXLtGvXjlu3bhW7XUJCAqGhofj6+jJ//vwHnu0q52pUPOX77CFhEba2tuTn5xe7zaFDh/D09OTixYskJSVZqDJhTSRMRLFsbGzQ6/XF3hB+586dnDx5kjlz5vDBBx/wxhtvEB8ff9/tJWwqJgkTUSy9Xo+joyMXLlwocv2xY8fYt28fQ4cOpW7dujRv3pxp06YxduxY0tLSimxz4sQJXF1dy7JsoQEJE1EsDw8PAgMD2bZt2z3rzp8/z4YNGxg0aBDt2rW7s7xt27aEhoYSEhJCQUHBPe02btxo8eunRNmTAVjxQFFRUYwaNYqrV6/eWRYfH88777xD586dee6554pst3z5cmJiYggPD79ruU6nIykpSWaWq2CkZyIeqGHDhrRs2ZJx48YBkJKSwvLly2ncuPF9gwTgtddew8/Pj9DQ0DvLnnvuOdq3by9BUgFJz0SUSGxsLCNGjGDZsmUcPXoUs9nMnDlzStT2xRdfpGHDhgwZMgQ/Pz85JFxBSc+kGIoxj+zMdDKzcsjOyiAtIxcjoBRkkpmVTU52FumpKeQYta607DVq1IgpU6bQuXNnjEZjiYMEYMOGDezbtw8/Pz82bdr04AZmI/k5GaRnZpGdnUVmRjrp6emkp2eQkZFDYSlehyg7EibFSNg3j3809cLD3RU3d0+q1A1l+1Uz59b0oI67G65u7nhV9ebF3ZXjP23r1q1p37496enpD3VNjcFgwN3dnYYNGzJixIgHbl8Yf4h3h/vh5eGOm5s7Hp5eeHl54eXliaenK73m7uRcZmleiSgTiniAq8oHff2V3tP2Krf/a+n3bzZQavRepvypWV3ayM7OVkJDQ5Vu3bopBw4cUJKTkxWTyXTPdgaDQUlKSlJ2796t+Pv7KxMnTnzo5zq1bLjyfL83lJg7S/KVg68HK3VAofs7SkyiuVSvRahLrs15kMLbZOYVkJedRlIuVHXO4Or2eYzJX0bct10r3cVNLi4uhIWFsXr1al599VX8/f0JCgqifv36d00offz4cfbt20diYiILFy68cxFgyeWSnWugoCCf7EzAHcCBrks2c6a7DU17zWL6Vz3YGdoMd+lfW4XK9l14dHpH3E0GLn/9HkNOd+b0vMoXJP9t/PjxBAcHExYWxpYtW0hOTsZo/GvwSK/XU7NmTXr37s306dMfet+FmYnEXTnAoXN/ciPJzJG9hzG4p+Lq15JG9avj1nMGL7T8hrlrv+ZGcEPcq9ir/fLEI6jM34eSs9HjnPsHR8MWstTcngNv9sKzyPtmKVz6dj0/pbnhVbczQS28LV2pRXl4eDBz5kxmzpyp6n5z/zzDrhXzWXcgkfTcK9xeksiOwlQav/gBs2tWx83tadoEesOG3zmfbyQAe25EbSXqDwPmJ7oyovMTqtYjSkbCpARs7ZxIPrmK4HXuDJjqyLmUnnTxvXdSo7wLn7N2wzqO3jIQn7oLfdRn9KmqQcHlnEf9Hkxbd5GOS5/jw4N1mbTrLVrd9Uk1Y1KA3ExybOww/bmfzz//lO+vpRB1bC22lw4TXLK5roWK5NdmCdiYjVx3a8rrr7cmfdW/CR42jlXH7j2ckHHuTzpvOcqRwwcJaxrBm18VfW2KKIlUMrLzyTfkkJH6v+uSuH49G55uQCMXO3LOXaPhe/vZvz+GkwN/ZNwauZBQCxImJVBYmEfj5sG8vuQjtu75hJHmDUwMHc2UsGj++8J8339Mp5cNgAetejTHx7Pi3fLCKpxbx+cHU6jeoyNP2oN7j5fp83/zMDXq25xq3tId1IKEyYPYueFkb4vOFoyAT6cxLP76KB81jWHplDGMnLCNG/c0SiXyuDsh3eTtfXSuuDk74GDvhOudTDZz+ZvPCB3+BkdrDuGDl7vi/T/zWO/c7cyUgdY5SXdFJ2MmxUg9u5PN4R+y6odrJJ55k5H56SycO5xWznArEzDE8lXYCK7c3kyvUWtZ0KsKAOn71nC5/QLmVOzx1zJjSv6NfdvfZ/7KfVxMiubmC0nUdjFi43iLQ6vP4TNgDEumv8Gges53NzyyiMNtl7O0/N/OuVySMCmGvas31Z/uy2tLgnFQcsiwfxx3Bxsw2eDXZyZhPUBvayT7dgoe3n8dniw4NIf5l7vy5sTa5EUd4ErHHjTU+HWUNzp7Z6r4NufZV5vg6gCFBgNGM8DT1Fsynp6j+9HI8396faffZ9KRp5j9r6awdzsn+w6m4t4WzTrJhX4q+nlxS4a9cZJLVTrRp4EDxr+H8vWiAThpXVgFdzn8OV6atpUfzW3p3xQu+75M9KYQZPoly5IwUVHiiQ0cvF4FN9t8cs163Br3oG9d+UiXtbTYnXx/SYe9zkh+Xh7GhgMY3thd67IqHQkTIYQq5HCDEEIVEiZCCFVImAghVCFhIoRQhYSJEEIVEiZCCFVImAghVCFhIoRQhYSJEEIVEiZCCFVImAghVCFhIoRQhYSJEEIVEiZCCFVImAghVPH/AMu9wEqfpSPBAAAAAElFTkSuQmCC)
a) Chỉ có Đ1 sáng.
b) Chỉ có Đ2 sáng.
c) Cả hai Đ1 và Đ2 đều sáng.
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra học kì II Vật Lí 7 - THCS Trúc Lâm - Phòng GD&ĐT Tĩnh Gia - Thanh Hoá - Năm học 2017 - 2018