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.
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完美!思路清晰,论证严密,大侠级别的证明!
-大酱风度-
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11/24/2023 postreply
09:04:00
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对,应该再写一步。
-youdecide-
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11/24/2023 postreply
09:54:17
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按你这么说上下山路径不必相同?
-老键-
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11/24/2023 postreply
09:17:13
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上山下山路径是一个,是相同的。
-大酱风度-
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(99 bytes)
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11/24/2023 postreply
09:23:34
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我是说他的证明里并没用到这点,否则必须f(x)=-g(x)不是?
-老键-
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11/24/2023 postreply
09:29:19
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而且它们是时间函数是不,x代表时间
-老键-
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11/24/2023 postreply
09:40:01
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x 是位置。可以把A和B看作x坐标的两点。
-youdecide-
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11/24/2023 postreply
09:50:50
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但你楼上不是说"在x的时间从A到B"?
-老键-
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11/24/2023 postreply
10:00:09
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没写好。f(x) 是从A到x点的用的时间 where x is between A and B.
-youdecide-
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11/24/2023 postreply
10:26:30
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