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高中數學筆記25 空間向量在立體幾何中的應用

2022-12-04 15:00 作者:JX高中數學汪老師  | 我要投稿
{"ops":[{"insert":"用空間向量研究點、線、面的位置關系\n1.證明三點共線(向量共線定理)\n2.證明四點共面(向量共面定理)\n3.直線與直線的位置關系\n4.直線與平面的位置關系\n5.平面與平面的位置關系\n6.點在線段上的問題\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/cd0cc577a56ba974b4b1b74130987ee4029cd673.jpg","width":1236,"height":1372,"size":941470,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/ed8edf3620e2ff3e8d5db06d25bf1f6d2f2dd99b.jpg","width":1474,"height":1122,"size":733956,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/7fdccf23231cfa65a70bfcaf7c347f3944e4e2ea.jpg","width":2304,"height":3216,"size":2767098,"status":"loaded"}}},{"insert":"用空間向量計算空間角的問題\n1.兩條直線的夾角\n2.直線與平面的夾角\n3.平面與平面的夾角(兩平面所成角與二面角的平面角的區(qū)別與聯(lián)系)\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/0b386431cbcd98b57b107534178347a578290e66.jpg","width":1080,"height":1418,"size":885391,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/07861242b6dc2a4dd2e6fc6cd14705384aee6925.jpg","width":1080,"height":1418,"size":963529,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/917e679e4d584a4613298290751b163358245380.jpg","width":1080,"height":1418,"size":862148,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/76970cf8d77bbc8eed12a12698aecc5814272096.jpg","width":1080,"height":1416,"size":749171,"status":"loaded"}}},{"insert":"用空間向量研究距離問題\n1.兩點間距離\n2.點到直線的距離\n3.兩平行直線間的距離\n4.兩異面直線間的距離\n5.點到平面的距離(直線到平面的距離、兩平行平面間的距離)\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/3a0be8927a9d40a067ed2a685185e48934979d60.jpg","width":1080,"height":1418,"size":754438,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/bf372530716618f8e19848f9430ef50d73074219.jpg","width":1080,"height":1418,"size":800963,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/7ede1605bfb4b7c5970f3b2db0afc776acacf234.jpg","width":1080,"height":1418,"size":714381,"status":"loaded"}}},{"insert":"\n"}]}

高中數學筆記25 空間向量在立體幾何中的應用的評論 (共 條)

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