f(A)= 0, g(B) = 0
f(B) > 0, g(A) > 0
Therefore h(A) < 0 and h(B) > 0
by Intermediate value theorem, there exists a point C between A and B such that h(C) = 0.
f(A)= 0, g(B) = 0
f(B) > 0, g(A) > 0
Therefore h(A) < 0 and h(B) > 0
by Intermediate value theorem, there exists a point C between A and B such that h(C) = 0.
• 完美!思路清晰,論證嚴密,大俠級別的證明! -大醬風度- ♂ (67 bytes) () 11/24/2023 postreply 09:04:00
• 對,應該再寫一步。 -youdecide- ♂ (0 bytes) () 11/24/2023 postreply 09:54:17
• 按你這麽說上下山路徑不必相同? -老鍵- ♂ (0 bytes) () 11/24/2023 postreply 09:17:13
• 上山下山路徑是一個,是相同的。 -大醬風度- ♂ (99 bytes) () 11/24/2023 postreply 09:23:34
• 我是說他的證明裏並沒用到這點,否則必須f(x)=-g(x)不是? -老鍵- ♂ (0 bytes) () 11/24/2023 postreply 09:29:19
• 而且它們是時間函數是不,x代表時間 -老鍵- ♂ (0 bytes) () 11/24/2023 postreply 09:40:01
• x 是位置。可以把A和B看作x坐標的兩點。 -youdecide- ♂ (0 bytes) () 11/24/2023 postreply 09:50:50
• 但你樓上不是說"在x的時間從A到B"? -老鍵- ♂ (0 bytes) () 11/24/2023 postreply 10:00:09
• 沒寫好。f(x) 是從A到x點的用的時間 where x is between A and B. -youdecide- ♂ (0 bytes) () 11/24/2023 postreply 10:26:30
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