Each%20of%20the%20uncharged%20capacitors%20in%20the%20figure%20below%20has%20a%0
ID: 3898220 • Letter: E
Question
Each%20of%20the%20uncharged%20capacitors%20in%20the%20figure%20below%20has%20a%0Acapacitance%20of%2010.0%20%3Cspan%20class%3D%22c1%22%3E%C2%B5%3C%2Fspan%3EF.%20A%20potential%0Adifference%20of%204300%20V%20is%20established%20when%20the%20switch%20is%20closed.%20How%0Amany%20coulombs%20of%20charge%20then%20pass%20through%20meter%20A%3F%0A%3Cp%3E%3Cbr%20%2F%3E%3C%2Fp%3E%0A%3Cp%3E%3Cimg%20src%3D%0A%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAALIAAAByCAYAAAD3YovcAAAABHNCSVQICAgIfAhkiAAADIpJREFUeF7tXQt26joMbN%2Fpjto1wZpgTZc19XnsCIxQyCQ2jl2Uc7ngxB9pNBFjJw2fv2H72HE7n88fx%2BPx49%2B%2Ffx%2Ff3987WuJDj4zA117GXy6XSGC8Y8N7CyLLeLnfLcbdC%2Bd3Gbc5kUEkZGG8sIFEp9PppSSWMYXEGBOnD%2FI%2F9uHzIew7HA4vteNdSLWHn58tpYXICCEwiIPXKzfJ%2Bt%2BH70BSjHWlcPgcqRzfL5fzx%2BWcvhVwYvk2FgL%2FtTAXBP75%2BYlSAhuIAk38ShIj02JMbIeY8edJjPyM46iHDe0sCRIP%2BtYlAi%2FNyCBDroNB3FbZDmT8jlIBuKfMG3JyoGzKwOnTLSPfZepQBScfTjbfxkDgZRkZBJbMBk0KUrQlMaQEKHxbCUnTykTekIOnCN1IfiVzaAgpIhl9jFC%2Bt5XViYxM9vn5GTOaTORaLq3FSSQIHKVEmtTdsq3sSSRORyeNfMeDJDXQj0xK35sm%2FXtfTVog4HiJtpSViNZLW8iih1MicSIwgnATFSIzzsfzVRNroqdsnQh%2Bnta4%2Bw%2Fle1tYnJFlUiVaGDpYJnKtSXyboOVyIZcS0%2BfA0bjsFlYqbgIjCY%2BcxHIi%2BMSv%2F5Nk1ToyAipZV0gqX72114NloggI2WW6uHwWtO11SS3inzIrPt0meEn24FrM5VtLC1A5mxSG%2FmBL65Mymu4bjcAqIueTnzxLQUbUXErDySFLdfAEn0GkJTLdViTy1YlrXsUiW%2BgtEfWqfw%2ByZpwystA9SZBJlIDxvnWNwBcmZiVbq1s12BWEU1gdEUKDtFoqgJNxNQP%2FhXnhLYun9Y28bcQl1INO9klfCUu2t2WT5NdSlstN0FpxTds1ruhxEp9Ezc73dGsn4uCmgK%2ByAlfwonhIZD6HcrhcEjtNpNdtUzbe4mvvkmQE%2BywuWAwwVy2Q%2FayLAfiKzzMTe7ZYAy%2Ft098UzBKeSJDESyFxJhkwuVNX%2BI4%2Fx7S%2BHa%2Bc3Oom%2ByCiw7%2BQxteugaNNXEFpeBFoCdP8uMSSwXVNv7XqCn4sx0yNjE6ss1WW1GAso1lLnIJkkZOG1d%2BwKYkJuX9DJm6wJJHyY5rcJdIm3Y1xZMnuRmeQGv2lieFWX7Zk8q1jrWnXq13aBzYjPyy%2FScM5TSgrCC2AYFcrxPlI5LBykUgqRExl7L8HJaMsTtypXdLIqcdYY7qRSAPMltlAsP3VqterXdo%2FlmcPGVkIPIqjueP3Tt9rXSiKcKMmqDm9kvRINwol0t%2F6yk%2BCaWKoESbLbCDI7qpV69Uu7SDLw9mMzHagB967DPmDq3YgbJq8wSIhqrwnkoPa98eSmJD96GetNtb%2B94pjr3Zp%2FNgTziSyNJ6TF3qwnsqw%2FSYxEollYQ0ElfWJfFlOpoVC%2Bfg%2BSQoWyDkMStvP9Vu6v1e7tF%2FsCXcnLdBIMlAkw6AXAuBDXHeeVinyteFblgZkKSPLsptk53iTffDdWrnRQC%2BVe8WwV7s0nuwJd5eR0QgTLDgpn3XHo5QjCUNWzb9V7jMzZIZsmQjB3XOhXQ0So3c2EK1x7dUujQN7wj1Ii57B104ulXGVD3%2BLF29owp15mVbOpQX6AeGxpowAo12tjQ1ErfHYfnq1S9vPnnAPqxboaBQntdNWWZbwQFRM3tIUMFfFqRXqveJyOxsIy%2FZX7uvVLu0zy0WTyKM4qZ1%2BVl67Jv2srzXH2ECs6bNG3V7t0r6xXDSlxShOaqd7LLOBaG17r3ZpHFgumkQexUntdI9lNhCtbe%2FVLo0Dy0WTyKM4qZ3uscwGorXtvdqlcWC5aBJ5FCe10z2W2UC0tr1XuzQOLBdNIo%2FipHa6xzIbiNa292qXxoHloknkUZzUTvdYZgPR2vZe7dI4sFw0iTyKk9rpHstsIFrb3qtdGgeWiyaRR3FSO91jmQ1Ea9t7tUvjwHLRJPIoTmqneyyzgWhte692aRxYLppEHsVJ7XSPZTYQrW3v1S6NA8tFk8ijOKmd7rHMBqK17b3apXFguWgSeRQntdM9ltlAtLa9V7s0DiwXTSKP4qR2uscyG4jWtvdql8aB5aJJ5FGc1E73WGYD0dr2Xu3SOLBcNIk8ipPa6R7LbCBa296rXRoHlosmkUdxUjvdY5kNRGvbe7VL48By0STyKE5qp3sss4FobXuvdmkcWC6aRB7FSe10j2U2EK1t79UujQPLRfNPnUZxUjvdsqwxmgN8bn8LW3MbtR263MKefAwWP11vzk7PyHPIPNkvPzMBMuAFsPMHkz8L2JNuqx3K7REb5Re2ZBCWINWMyjpagx97wplE3tPJVwBXs095dG3%2BhFB8ngN8bn9Nm%2FK%2BhMTaJl1ubZfYuBY%2FloumtNjLyVcFt1a%2FABWPFbAeG5ATWxOr1vhMP0IUHUNtH0sQZky2zhb8tB9zY5lE3sPJOQN72g%2BSaEIs2ccGYqkf5jjihhfzlKSWdontW%2FBjuWhKiz2cZAK1dx2AuhYbNhA1fFtjX0u7xLc19kkbFm%2BTyHs4WSOQLfpggV0biBq2r4nbWj9q2Ic%2B1o7L%2BmQSee1gtZzsvZ85XOZWLOAPG4gavs%2FJHtigHxHc0i7xbQt%2Bc200XiaR93BSG9ZjGY%2Br1aTVBNF2s4HQ7baUZSwdP0ubtrRLfNmCn%2FZlDhdzsreHk3MG9rQfuMQn4oeVC8EI78%2FwYgNRy09M9GAfxoVdeLeeut%2FaLvi3Bb9n2OaYmUTew8lagXx1P0vE1eOzgdDtSsq5xJgbf25%2FybhM27X4sVw0pcVeTjJAjFaHDURrv3q1S%2BPActGJrJGrXGYDUXnYxe56tUsbzp5w5i%2Bf6s68fI8AwM1%2FuMHEJ16cCEfCM8WXSIPHji%2FVMceY2bnGviCjMfhMT2n3CPaZGvmpV34wIRCZrH%2F2TMo4hkngVBZGz9V%2FzqNtiD%2B1b3puf7f2Jfyuv1L71JcI9cedtIhncvYSBK1929D9S60SGUBm%2BSkdydIpX4f%2FY6bT9XT5NZgkG%2B7HR8Rlf%2Fw0ZWL5PRX7%2FTX2PcclISlfFGKz%2FT7ZF26AudvCjPc3HPoNyzh3%2B8NX38M%2B3dbLjsBeCDxoZGRf3LsaDLqeiiK4a%2Bq4V53n3u97ImCuWmgoQGQnsUbFyz0h8EBkIaxkYSdxT%2BFyW%2BYQeCAyKoLMTuQ5yHx%2FjwiYRBZDcc1%2B7o6qHp1xm94XAZPIeUZ%2BX2jc85EQeEpkz8YjhfK9bX1YfgMcvtz2nBTpAlFEKrzSRYeSdyz811wVekf7ZjNyTWCf02LMo9O1p3B1LJF5czmeDPW3zfZofwaxz8zI9WH9Wz3GjLfk0lQn3kaxeFMO7stY6pA%2FTtsXnIgJa2HsYN0%2B9gE6Ej9cwXvY9OXphwq%2BYxEBYBhi8Hs4nBbr7lHhcLJvRdjDFmvMtfiZ0mLp79D43OA10x1w%2FeHwfVlIw52YzOJnEtn1cb0oXjolTNL29fx8VU8sfiaRZdXiVca9U79sRmmNiWfk1ogPPh6bUVq76Rm5NeKDj%2BcZuSyALH6mtHCNXAZ%2B3tozchmWLH4mkV0jl4Gft2YzSr0RuZ5cI3M4ea0JATajtAbMNXJrxAcfzzNyWQBZ%2FExp4Rq5DPy8tWfkMixZ%2FEwiu0YuAz9vzWaUeiNyPblG5nDyWhMCbEZpDZhr5NaIDz6eZ%2BSyALL4mdLCNXIZ%2BHlrz8hlWLL4mUR2jVwGft6azSj1RuR6co3M4eS1JgTYjNIaMNfIrREffDzPyGUBZPEzpYVr5DLw89aekcuwZPEziewauQz8vDWbUeqNyPXkGpnDyWtNCLAZpTVgrpFbIz74eJ6RywLI4mdKC9fIZeDnrT0jl2HJ4mcS2TVyGfh5azaj1BuR68k1MoeT15oQYDNKa8BcI7dGfPDxPCOXBZDFz5QWrpHLwM9be0Yuw5LFzySya%2BQy8PPWbEapNyLXk2tkDievNSHAZpTWgLlGbo344ON5Ri4LIIufKS1cI5eBn7f2jFyGJYufSWTXyGXg563ZjFJvRK4n18gcTl5rQoDNKK0Bc43cGvHBx%2FOMXBZAFj9TWrhGLgM%2Fb%2B0ZuQxLFr%2Bve9AvH%2FK0euhkvPwnysoCwWaUslHWt%2F5rGvmOyMjEQmS8h99xWI%2BQt7hDgM0orWH78xo5lxUuMcrp5Rm5DEMWvweNLFLCJUVZAKS1Z%2BQyHFn8HogsWdizcVkApDWbUeqMxvfy1zSyE5mP%2FaaabEbZ1HlBoz%2BvkYENZIVn5AKWZE09I5fhyOL39fPzY440t9%2Bs7DtnETifsaRpYzzbqOGB4%2FHYcLT1Q635Ros%2FNesvx6BHDpzCTw0z2%2F%2F7wzOrnx%2BkRQAAAABJRU5ErkJggg%3D%3D%22%0Aalt%3D%22%22%20%2F%3Ein%20coulumbs%3Cbr%20%2F%3E%3C%2Fp%3E%0A%3Cp%3EShow%20steps%3Cbr%20%2F%3E%3C%2Fp%3E%0AExplanation / Answer
All capacitors are in parallel, so total C = 10*3 = 30
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