Электричество и магнетизм. Вера Максимова

Читать онлайн.
Название Электричество и магнетизм
Автор произведения Вера Максимова
Жанр Книги для детей: прочее
Серия Физика для начинающих
Издательство Книги для детей: прочее
Год выпуска 2022
isbn



Скачать книгу

зарядов

      На рисунке 12 представлено результирующая напряженность от положительного заряда +q1 отрицательного заряда (–q2).

      Рисунок 12. Определение напряженности от двух разноименных точечных зарядов

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

/9j/4QAYRXhpZgAASUkqAAgAAAAAAAAAAAAAAP/sABFEdWNreQABAAQAAAA8AAD/7gAOQWRvYmUAZMAAAAAB/9sAhAAGBAQEBQQGBQUGCQYFBgkLCAYGCAsMCgoLCgoMEAwMDAwMDBAMDg8QDw4MExMUFBMTHBsbGxwfHx8fHx8fHx8fAQcHBw0MDRgQEBgaFREVGh8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx//wAARCAFjARIDAREAAhEBAxEB/8QAqwAAAgMBAQEBAAAAAAAAAAAABAUCAwYBBwAIAQADAQEBAAAAAAAAAAAAAAAAAQIDBAUQAAMAAgEDAwIDBgEIBwQDEQECAxEEEiETBQAxIhQGQTIjUWFCMzQVB3GBUmJTJFQ1kaFDY6NVFsFyomTwsdFElCUI4fGCknN00pPTpJU2VhEBAQEBAAICAgICAQMFAAAAAAERAiEDMRJBBFETcSIyYZEUgaFiQwX/2gAMAwEAAhEDEQA/AMd53baHkH272K11WZbIrM/GyuNubNQrYWm6WRUWXyWecg5Z20iwe1uSHffbnGXZFu28p9uNNOdTWqS2aTaOXF7EjhnmAAobgPRYm1HVvLW5UrbVS8tSwtp9wUirHXuleZ2Gn2e7S6t2iQze/wDCV9KFalLZSOoJz1lYPekzetix1Sy6g+pe2usypqs8OLc1BbrMgMpdEDbfkD3E1/Imr3nJK8eWw9ZtaSigq5EeDNr8SiyQmnEE0Ax6oJd//faNZJsKlKXm+q9BeBeiOJWQzpcYVuBqAtclf4WDAUXsBWWYPuNOPZ4Uo/faCUG3musjUDvGrsQ0vgUBbo3pQIJ5TYOrHT15Un5DgF1GZEZ7z5bBL0jT4zaQ55pU8mHLPLrh0lOjc1reGwRWk5TptR1WWaTH5A/KbWSSSwyO3QKr5YMo4gCZ1tpJPTH0jxTjsjhtQLjt4KsPjm3vNF4cVIAZ2biAgnTd8xLZ17V5R10Pc0k7s21yoyZCahu2kWi4FOXUnICsVKq/qPsiuxuJgz2E0xZJUlsXrsvVpBk2Jt3eK9Xo4wfjzH+kQpJ9S+ySv5aZp46Qma21Kao1VDMSc9x9ZIk9UtxD8imA2MnmGDMwv1Hkh2DDZtrtcDmjoy8mus6VK5m1OeyezwPAcmwRnjkhIwrpTm85ozSMgDFiGtOekr7GzLuuGALGrtmiEoFDKCwABqKuvq+R59xcbG3rjmNhSjtsbXbY5yho5EkkD8gqs3RyDgk0pHBO8F1tcLDc21LJtTXr8aUoikBDMswwyle2SR7EBQ4NVjklrGgUi2q42qznHXSjhjN1NFKiTQqZcHDqBwxnIZV9GjENjXaevHZvZteQFmDvXkuzPoZmIoaHgEo0OABUn/3j6NIMdfyUqnX2G4MjyW2uHA2OMmXuK3B6YVAw+VEBUK4UIFKejTR22vtpSdG2GG/dqC9B2u4lqCmYnlwCNSb5cIQ59lBBwaMMX3dw0rtxtsUTddDYw2djuuYmbymp2OVKhNh5sTzAbAY8SRwWjE9Ha5UtP6aZnJJrta8pzoKcWMnozUqryDgBO7nAIBOVOTQkBVhunx+3RmrZXfvcF2SRydUlRrNfqOLtPqSSB7rxbmQWLWWjXZdzaqXjQ2Dit0nriPDDIRycFOLKrZKp8STxZiTSQXVkXhrbSV0aq/botjTtUmJITOrGs3RARMY4ZYDJywZFf2CDaOuJ8fIQMat+kw4U+VwwNO6mWfryYhVPyCsXP7HoGeP8ZZqVSEn21m6F7ak+DUv0kuvOqLYK60ZiehA/Ngj2NCaaEUl3eLJZKu0FmySITT13negsWbAaykEYVnHxAchVEjASeN0zFKZ3HLsZmCzRDVksTGOoStgVXipLfEE/EdF6AdPhNvydWUui12AkdbiipX9ESDucjnMYUvnADcsh24lQaeOakNOx0vIPrGcJ0qjlMIgeee3mj0mh4Ecio4Oq9eL8Wb09T9Vn0DWrqaevTYJ2AbPCdKZfY91cxfszYKYscnB445e3RAf4jXnLdfY1mSvkN3Wq2sawWcllWbzQozleIT4nmIET/K/xy3pKw2/9Paf/AAD/AM7P/Ll/k/s/lf8AMf3/AMv93qTwp3N4G9XnsKmuSmxMM5VTKOTVZYNKIGrAESUMwHybIUuVGvYHW2AjzveMX3XLLoVWczrYsjlasiBgTWwU/wADZP8AohFWsZSmNVY7cdXeczzrSfSkltRQ0QZyprkcVLO1Fcojgr21HHKgMIrSRLatvV2tq3izC7Uqj7B5FtetqGiVVFtVe3w7KJwGGZVyDxYzLgsDNoQhEeO2uY8bFVrt64P6JQpSs0q0Gigos9iRfooQtx5cjg0l9trHa26a17tseVojy1yTGnN0mZzlZkbYcsHV6UowBcdQQDj0Gt3tfXtp6lPHTc6ukuveW7sVln6a74d5senP6iDH9V2VR1PyKohCUy7m0x1dSP1EZs51IwkEaRIc1yrR68asyGnMsQp/NgD1RKY7rVlFHVq1+onEasH499olTIzXtzytEeUEVqtRSOR+S9EEOUYrt10JdnZ7spdiC9yC22USZJ4OyIpi7J1DFm+TMWX0BfrQj/cFnpaU31krGrbDo0iAXyNj6gmO06WCsM0Kj+IIS2QsPUdSW9QLGXjSBryGpDxpD8rMn86bSPKzGtcIC0wEOOLjii+jC19Hxz6kZ2IrNkQ8RFZwTn3RsrGjRTvRPcjXCXTEzwJLBRlGtsHjrbn0evV9REVxq4nQ0RWEhSy4sQdYSAdxMTcrlTni7Gk+bX3V27y0U7Gxc4Mh2jWUTQ05iOVKFTLi/IgvnDIArIGmp7c9jcklnRVFu2jT2djvcH/RpHkxt3G7lK04EYn8jx4uGPow5FvjxZYwfXKUgkeN6jYedq0mOap+my2l3alSndnxSj/tKuxgFyheCTPY3NRJrJrAL9Pwpgw1nVImaMW5Nwy6MS/IN1CMYA66VTsXma7CbvfTTOvpnjgR1VdXjwp28LQTwDgfEIQFzxMC1tbYGmyTlDZXbTbrKM+T3Z9dqjtvLuLMiUu4CafIclGDyAYwAdTY8eojujZaG2HJrcVSK2WZm6oeZV0LvPCNEYYrRkP8KmErNKbmrCKUj9PBKtt8cgIyTX6dV7hmFV66ToVUgn+L5MAXg1Hfg+29tQc7mlGGzYcX7lsO9UsRsKYT+AhPuO2Vy6qKcgGLXy2hfZs0bpAU1q0je0C1pyZXSjE8pzUoIok/ZnyA5AJX0CV1oN5TyIntsmxtNW2qItQT566I2zWtmpyoiDhzdgAFXooXOShiyUqVdppt10/JzqotslkDRWKLPtuArU4fy0B4Bn6qyuOLBG+3G2m8ftjH00vKz1qS3pMzrSj8sznVhOEgwID9vpMORkhWX0ywRtaqp5C8WIfe7thsrRSp1YUUp3UAitAnBVHMP3CqquFAY+gKNS0dfWO1ro2uymslCLU6yzaRPbrUCnEEybJ+TfDOUywIH1tSDyEKh0/Snrb1NZDOU2tsANLkgoBKQZepoZuevM44ug+Xx0dvWnubN1OqUQ7zwn3GVnDU74FKYaKUCkIpy2WK4ZgCDX1VgdjLQJqWowe7Kqi9I85yLB6JVWIXtstQpXmyhTTj6Zm22FFr7mxVtvyDhWpvUquAmzzSdJtHXoU5zCjCiZHJCc54egYF1dTVpGu0dW8GnTZ1i1BJdfuUo6cSyIrlbavIECgLhccCoRvSp4af2/w/7NX+dy/Nf/8Anfl/qv8AuP5X+v6lRSstifkV2K7h2r7j69tcuf0ZinICqi0uDgpeesejEdXfClSVB0XSrTSlqbD0SbU2jPSgYfSMTfMSuR2UiUAWn6h+RwxPRT6ooK0QU1Potfja2vNW2NLg7UTtMJlWvDYm/wBRLkqllkGJLBMhmHpYaE5Rtv0pVgpSjnxu083G9Ba0USrTuce0qOrHGc8z+bDenhou2k0dmNZzZ2TuUiKu+qporSlIdVIVunAc2z0IZMgCkYt2aSpqIoVzBtcGmuEpWR037cpuiUWJyrpxp2zk/lA5dFVNZPT012N3v3ry05JPbdwJNdVb9RwKfmqs7qUDBj2m4EJ7gCmNRXTQ2RNisXslJ0hWiBbB/n/urUEEqEVuagF1A4H4lyAXFPIbOwCfqNpPIJ9Mw3xsvdadiSVIo9Yw5VL8O2SjE8B8coAEoEVh4qu1M2kUhO9NSMGpRELxFbm0ezGeKyDd1uTcuhivQuGsafj/AKlNeNhddiQ7lEZHbYiKHj3ebNMOB/uj90UJYhgrN0UDjr5bX29h9uWpsppvKsm2NytGnS5wBHnWO0/5mBWoKs3IHDJxIHw57Xjrki9saOzIuuvx13rbYDrk0mzmjFl5oCHL9Czhh6WjH0vKDV29isdSKlk5w+qJe8JrgKGq9JgTe1HyvaLD8yqvQg0sDxOpGFYyc7FNe7qNekddYNxR5pYSAnhe6uQooQOCl+RPH0xF3j9Va7MzMPt6r7EWRJMV2bLuzE6hgBhUq6qDQ8AHUjOTwDKknnvvHfHHx/ikIpGibNtic8WnWClZiDZoZ8JcBSh/ULZUkKAPSGsdube/t3L32q7LA8izvQ5bAy2WLHPTGfx9A1PU2diCOY1dV6FROjI4VMkhQDkfAseuB/l9vQWmUfNbw1pynR5JHJnr5NUwuX7hi/Ll7Mrn9nQ/sLIxh/iJ5rXbbh5Pt+V1touDYnt2BHIfp0T2GcHBB/hPT8RWGK/dnifMb0abTtpDBqXui11xSVHtNBjihBpVge7M56DPTJBhmJW1RraOu+2ZpHVHbCtVlNi9+6pRV1mTuU7g5BemORJBHpylS7XfWVRsaOUiMqoKtbXt1agcB/qKD+Vj4jq4znJBBUuwTc7ev4ucwiiT9zZLOCtF4CjK1D2cIzqrooYBAvFjk+hQzT2TW8aNsh9YTWr7W9xcprOiGjgE24HAbgGcu3HixIUkAT1DMbL6lYUp5A1WVwKTacpq+KLP6ieGZHy9EE2U++CAOCMdqPRvo1e4LXeutuyVjt5FiqRMS/z5vVZc2JUfwgBfiVoB01G2PIrGQxt7UWD8+TqnL9c0rAGal6njsFWLoq9fiy4DTiu1fHSVjWFdmLSnK26wWy4Wr7OxOL51c8IspLDiejg5BJU0Y6uumzsUtc7dPG6GrNGaKI51pgczWmF7br3AuEBJ4PkgkH0aeDzpyPmU5be4+w+4fJbVlK850E6VcnMqBOzUmRQlCT1IKMrKaMcvO0PHpTYRIOow2uwYvPsUbYOxKHbbtSsJTCEPQNxQ+/EiVpBq1iLShrXXMnOv9Q1kDU1HTaUd6nNatzU/pv3BwV+THgHAO/8AUOz/AMLq/m+k/nH83/Dfyfzf/L/m9LCZkS1p6t12JQpr22XeQjqWcUlAGUZC4DFkq5jnFWaiMP1A5z6UUDhHYXa/Rns6Yo+1DyW5rrUo1e2oqZlzGbdpgx4GigKDkHODRGmtu1fi2NrZhMxTxuqp7jI3FU1q0lzm8x/u6vhgeQ4sMcFzRKPI7W0usbW3X1p52EK1D2SDtRSBKT8kPUO2Obn5dz48wxnTFbtO7R7V1lWjdqc9VtksW1LsAuvSVG7nDNO4i5X4gnKYw4aOvDTlqfW12OAot9nIAeFKD4BBrOrUarfBeU+DJhsuCAA4TkqeV1PJ5+lS+9FHSm1Sw2uTSdneU2cYOcFOhDA8g7U9vTSuXmHlHW+nr5FqNrUCTSlnJftrw7g5tsuarmZTiRy9o8uAFszC7P4+CRFd6Ws7GjQ5tw40m3wPblsZFEeUzMnAIZO2z+kYdtOyWRNuktTfeeqKIUn/ALuqdoz2tWGYoDwRTRQQyBHbKkkAMRrXlfxdaa+hB9p3dKcSdMK2s6vyekZTysS7dcn5HizPgEiX2vqUMQpSy7YNHWhUySebI5y3b2EWFEgMCyEcVABQAq4YD+56+pDT+rpJDmmxKuuJT2kYFdgySlWbs9xFUZUElmzgnoVh6nGmu2+a69ZvJUtdILsUsIaaHm2qFKsF+HQItKfl/KDyVlho7P1elo12NgB49qZGuAv6DCsjTWqpORRplecuDL+YhVQKQBZsqNXxd9jyeut2WA2qbwgk5WLpnXaazX9V+aue78cD4kjoy0mvO4OzbjKEZr0/hXkvI5FMMqKxHIgdFwB6ZY+qnGEnCui15FrMhYAlvynpgjq3Uf5Pw9AxYdZG7hkVHJu2yr8Qz8c8epwoXHL9/wC3p0Eh39wEY8i2AxHt8epwOmfy59+nv6RxI7QqC1pcuTL3DPCqRwGFwD0yePX/APN6Z6oo0oVZFYuKoRX+Ee/TonQlQAR+GfQNOvtX7jTW346m3Y6/iTQ2bOKrCgRlFZK3X8rEFAcMcZBwAI02voN1biK+QkHQmbBnbYJ7g7ZhJqdt8MoUFW4seWRxBXlcRYs2227bct7yLw+l2WpST7SFFGvYU1zWeeKWdxlTgZ59cKAG9M1OxOS7stppOaXkm2zNAfp/U6zELNe4pxhGabETbiwYLll9BO6ddSdNOsLojeOGrrpOpR0HFlNKUwzGfX84DsSir1x0VA08Lsx04i1UdKatTr/U6SrOSSTt80ZCsxYydF6zQluXU4J5IONfVqNjWXZ25eNajNrbRXlbXamzlmAstrLQIAQ5uq4fOByyyVqvXns6stp6KvimbXyyaXDbSOzlJNz1kVhHgg5UpzOXabHp0Bo0VqQpHYjbX7VG26y0gUNGZ5kLMNIiuRRpSXNC6j+HtgieTTV7iW8fc5uNfW1ZUKhpAJtbOuFl+jr92dMKOVEXKfJsgYLL6NDujraOtbW1q67tuwcrUhiJnZO27yx0slS2zJg5XhMoVwMjLyYqbQCXe4iuy1eE9iYGugUDXIEqu8RBu6J86RfjhmGM8mYCv+zf/Mr/AMs+k/5hsf8A2/03/d/l/d6eESPsPbtxjXX4xrz0I9tn7k9mP+6hFfuTj+nxZJ0cleBBZOOSpFaD1pNq6y7GxBobCUpWtFAq2zXjPq86TtjBct8psrBlKEsMm4mr9iOhrdtWhZK+Mft0R6Bexa017BpjtjlzwwalWVimOmclab7Yr9CUfWvrsttZ9j+5OlexRVKA6xYfUFaloKgRT0+IYn2UwLZbW1rmckl2E8U0rSV6UKiRXgRO6Tp3Ar2YDhgNnoOYBNE5pMpLaVi1JK52jqrBiWqOVeeMKWHaoAVlwwMfkJYsAYNjvNJq7n1DTeGzOb0E2sqSToM/CnLYVqRFJL0y7AAvwCVtqTbe2p+YstJa2q7xn/o0d3hTbnJJtgSMwwaKMntx/BCqY0rv0OoLQVUmZ7WxDlQa0dl1m9Gih7lL0+nkcstMdvJYoJqxRuU7+3ZtRUnfx1k1VbWdtXXRNW3A6w71l7YSzhQF7lDhMgsxVvQFenu+ITx2zae+pUxg2tr7QG2TQcaOsy85hV7VTKYm7/JflyYJ6IEGvOraK6m5ryrAtozpsSoWKl6TmW7bM6dShE25LP8AP8egKoAaMPIa2lqvFJ9061Nqr9xHV+BYQrz480RVwEWQ9upI4lvQZrLVjQQibyenai89aqyRnAlLu2IfjguWI/mFlV