使用道具 舉報
Originally posted by oscar at 2005-3-30 06:16 PM: 一條中三既數... 關於Deductive Geometry... (b)題唔識... 請高人指點...(第一次唔識做自己level既數...) [ Last edited by oscar on 2005-3-30 at 06:19 PM ]
Originally posted by 小耀 at 2005-3-30 18:34: ∵BE平分咗∠ABC,∴∠ABC=∠CBE ∠ABE=∠BEC(錯角,AB//EC) ∴∠CBE=∠BEC DC=DC(公共邊) BY(a) ∵BD=DE ∴BDC=DEC ∴△BDC≡△EDC [ Last edited by 小耀 on 2005-3-30 a ...
Originally posted by 小耀 at 2005-3-30 18:34: ∵BE平分咗∠ABC,∴∠ABC=∠CBE ∠ABE=∠BEC(錯角,AB//EC) ∴∠CBE=∠BEC DC=DC(公共邊) BY(a) ∵BD=DE ∴BDC=DEC ∴△BDC≡△EDC 俾我紅咗果句嘢...總覺得:『好 ...
Originally posted by 颱風溫黛 at 2005-3-30 18:48: ∵BE BISECTS ∠ABC ∴∠ABD=∠CBD ∵∠ABE=∠BEC (ALT.∠S AB//EC) ∴∠CBD=∠DEC=∠ABD 上半應是這樣.....
a) since AB//EC and AB=EC. ABCE is a parallelogram . (forget the reason) therefore BD=DE (just remember bisect each other , forget the reason) b) angle BDA = angle BDC = angleEDC = 90 degrees (parallelogram ge property) we now have [quote]BD = ED (from (a)) DC = DC (common) angle BDC = angleEDC therefore triangle BDC & triangle EDC are congruent. (RHS)
Originally posted by oscar at 2005-3-30 06:39 PM: 你d steps又第1行已經錯... ∠ABC=∠CBE係錯...
Originally posted by 颱風溫黛 at 2005-3-30 06:48 PM: ∵BE BISECTS ∠ABC ∴∠ABD=∠CBD ∵∠ABE=∠BEC (ALT.∠S AB//EC) ∴∠CBD=∠DEC=∠ABD 上半應是這樣.....
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 08:39 AM , Processed in 0.014282 second(s), 13 queries .
Powered by Discuz! X3.2
© 2001-2013 Comsenz Inc.