В. rot![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAIAAAB8wupbAAAACXBIWXMAAA7HAAAOyQGmEQL4AAAA70lEQVR4nGP5//8/AymAhSTVhDUwMjICSWRXkG4DxAyC9sAtYcHvaWo4Cb80pv0wDa93F4u59UHYs6/8T9HGIQbXIOrae2V2n04qQga7GIaTZltqM6ADFDGEhtfPrmOov3o8lYGhSF4Mix8YXl/Y0Qe0G4t6DwNRbBpePQR5T4cxFd1BmlLI6hGhBHYQkudAFsxh1ElF9xQLIQeheAChAeSgol0ocmA70R0E0wA2bDaqHNhTmKHMAjcMzXJsYjANYA8wFKGIX93ohiEG0QBPMH1uYpqIRKQDDl4kMbgGYIL5/78X1RRsYqieJgGQrAEAQkd7aiTHFjcAAAAASUVORK5CYII=) =
С. rot![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAIAAAB8wupbAAAACXBIWXMAAA7HAAAOyQGmEQL4AAAA70lEQVR4nGP5//8/AymAhSTVhDUwMjICSWRXkG4DxAyC9sAtYcHvaWo4Cb80pv0wDa93F4u59UHYs6/8T9HGIQbXIOrae2V2n04qQga7GIaTZltqM6ADFDGEhtfPrmOov3o8lYGhSF4Mix8YXl/Y0Qe0G4t6DwNRbBpePQR5T4cxFd1BmlLI6hGhBHYQkudAFsxh1ElF9xQLIQeheAChAeSgol0ocmA70R0E0wA2bDaqHNhTmKHMAjcMzXJsYjANYA8wFKGIX93ohiEG0QBPMH1uYpqIRKQDDl4kMbgGYIL5/78X1RRsYqieJgGQrAEAQkd7aiTHFjcAAAAASUVORK5CYII=) =![](data:image/png;base64,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)
Д. div![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFsAAAArCAIAAACYdmMPAAAACXBIWXMAAA7FAAAOxgFsQb88AAADaElEQVR4nO1ZMXKjMBSVZ7gCFG5Se3Dh1gcwQ5c7ZMwF2GaPkMZcAM/eYTuPfQC3KWBcb5PCHIIFSYAkPkhgIETOKzJBgECP/97/+jbSNEU/YGB89QvMDk/NyGKxyP4KKnlqRkA8BSMkFlrOsmHyFIw0ZY8f1SjhqRkBY0czRuLjYu3R//3z/bAzmZPJ5ZflBPwNtYu0YiSnA0VpahcH1ipK93Z53twdojBYexUL+KKAZ0UnRuw9owL79ex7zjXe27Z43WpplnfczzfLcd7dihOdGOFhLlcI3T4TZFeiSD5vCIVbhiNz9xaiwDt9/N5RSiSMgPlpvmBsJIyi+vn7vyBzDosbs1587lifGCG+WXgCPsp4WbKuGV89cYiwhBhSjPZ6jkCo6uaI5PKepZEwKuzA3Lg+CvjEgjXjv1jQ/RWM9qV+F9XEf51cD6+VQ+BPz1kG1cyGDxEcN767+bJcMw7F5Oszy4LiAdRMjRAZI/OPDgwSEMxik4+TGA+QZpLLn5ylN7ZGM8pzVT0X0roGGuuDulWNbUxYRGHEFaN1zcRHC1/GL6xgpKjn2KVDY33ALn4c1djbECGPlmPZh8TvzL+yoBmap4GViarhvah5bEzksXlyxf1GK0jxuV6QYiRLwSl3c1GneMUVCNrREFSM1Ou5wndk+aoLRhNLFtBpemg4mdf3e8WJSkawF4URQIi7Uf9WLShdqenjzAQlI9iuERNVBVbLYd6+dKWhJhwJZa7BmuF9BqtvcBOZ2pW6gjLSrJkmE2F7MzwaVdE4ITRXYLEl+IRKo4wAm0IcNc0h3sWsZBMKc/XINQOCMAIVuMDG4DGQTeaQiYtCZbOqApIHMSNggSvZKHZWzaCJi8OwGT1nBJsI4vsmuA4Wxjh0VY1EhPOBUZYJgVM2akkdzI89CMr6CJoB0NqRl8GAar3W+q8fiImoaSZ//K73k2QdeRkm6o9gE5lGM/KOfE7TrTF0JmEkPpJ95hDy64h6Rx73RGqttAojM1Iq+sGGQr+Hih15puHjkAIQcJmRGelexz2I1o58blB3NxtqcxZ9fp3IodCRh36y4aAVIwodebD9zEEnRhQ68lBbTIBOjCh05KWa0YsREfWOPA4RSVWkEyMKHfkctDrJcvR1C6QcnRiRdeRp7nFILdJUIf0HVNEywi8CpzEAAAAASUVORK5CYII=) ![](data:image/png;base64,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)
Е. div![](data:image/png;base64,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)
$$$.191. B
Максвелдің II теңдеуін көрсетіңіздер.
А. rot![](data:image/png;base64,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) ![](data:image/png;base64,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)
В. rot![](data:image/png;base64,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)
С. div![](data:image/png;base64,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) ![](data:image/png;base64,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)
Д. div![](data:image/png;base64,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)
Е. div![](data:image/png;base64,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) ![](data:image/png;base64,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)
$$$.192. E
Максвелл теңдеулері қандай ортада симметриялы?
А. Магниттерде
В. Кез-келген
С. Сұйықтарда
Д. Газдарда
Е. Идеал диэлектриктерде
$$$.193. B
Вакуумдегі электромагниттік өріс үшін Максвелдің I теңдеуі.
А.rot![](data:image/png;base64,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) ![](data:image/png;base64,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)
В.rot![](data:image/png;base64,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)
Достарыңызбен бөлісу: |