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12.假設A(1,1,2),B(3,1,4),平面E:x–2y–2z–3=0,求E上一點P,使得的值最小則P點坐標=________ ,此最小值為=________
問題詳情
12.假設A(1,1,2),B(3,1,4),平面E:x–2y–2z–3=0,求E上一點P,使得
的值最小則P點坐標=________ ,此最小值為=________
參考答案
答案:A
難度:非常簡單0.985285
統計:A(4821),B(37),C(27),D(7),E(1) #
個人:尚未作答書單:Howes同儕遊戲量表-遊戲階段、Parten 遊戲階段、感覺運動期
上一篇 :
11.已知空間中三點A(1,1,0) B(2,1,–1),C(3,2,–2),求△ABC之外心坐標Q為________
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二、警方接獲線報,稱通緝犯甲正在某處民宅內逗留,遂立刻前往逮捕。在無搜索票的情況下,警方衝入民宅,發現現場實為一地下賭場,惟疑因消息走漏致進入後已經人去樓空,警方只在現場發現一監視錄影器以及桌上疑似賭
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