Originally posted by 落雷 at 2005-3-16 08:18 PM: C[2]-C[1]:6x+6y+F-1=0 Comparing with 6x+6y+18=0 F-1=18 F=19 Since x+y+3=0, y=-x-3 let A(a,-a-3) be an any point on PQ Length tangent to C[1] =√[a^2+(-a-3)^2+4a-2(-a-3)+1] =√[a^2+a^2+6a+ ...
使用道具 舉報
本版積分規則 發表回復 回帖後跳轉到最後一頁
手機版|Archiver|香港寵物小精靈村落
GMT+8, 25/11/2024 08:49 AM , Processed in 0.011607 second(s), 13 queries .
Powered by Discuz! X3.2
© 2001-2013 Comsenz Inc.