[考古] 台大92碩填充題
(G)
(n)
設 f(x) = _____1______ 求 f (0) 之值
(x-1)(x-2)
(n+1)
2 - 1
這題我算是 n!(________) 不知對不對呢??
(n+1)
2
可是我算了很久說!想請問一下大家考試遇到這類問題
要先考慮馬克勞林還是萊布尼茲公式(還是跳過)比較快呢??
(E)
3
設f(x)為g(x)的反函數求∫f(x) dx
1
這題我算 5/4 不知對不對 ??可是也算了小久
想請問一下大家看到這題會想到分部積分還是做圖呢?
THX ^^
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◆ From: 218.34.51.28
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218.34.51.28 07/13, , 1F
218.34.51.28 07/13, 1F
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218.172.167.26 07/13, , 2F
218.172.167.26 07/13, 2F
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218.172.167.26 07/13, , 3F
218.172.167.26 07/13, 3F
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218.166.192.128 07/13, , 4F
218.166.192.128 07/13, 4F
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218.172.167.26 07/13, , 5F
218.172.167.26 07/13, 5F
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218.166.192.128 07/13, , 6F
218.166.192.128 07/13, 6F
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218.172.167.26 07/13, , 7F
218.172.167.26 07/13, 7F
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218.166.192.128 07/13, , 8F
218.166.192.128 07/13, 8F
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218.172.167.26 07/13, , 9F
218.172.167.26 07/13, 9F
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218.166.192.128 07/13, , 10F
218.166.192.128 07/13, 10F
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218.166.192.128 07/13, , 11F
218.166.192.128 07/13, 11F
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218.172.167.26 07/13, , 12F
218.172.167.26 07/13, 12F
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218.34.51.28 07/13, , 13F
218.34.51.28 07/13, 13F
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218.34.51.28 07/13, , 14F
218.34.51.28 07/13, 14F
推
218.166.192.128 07/13, , 15F
218.166.192.128 07/13, 15F
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218.166.192.128 07/13, , 16F
218.166.192.128 07/13, 16F
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218.166.192.128 07/13, , 17F
218.166.192.128 07/13, 17F
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218.34.51.28 07/13, , 18F
218.34.51.28 07/13, 18F
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218.34.51.28 07/13, , 19F
218.34.51.28 07/13, 19F
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218.166.192.128 07/13, , 20F
218.166.192.128 07/13, 20F
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61.229.191.117 07/13, , 21F
61.229.191.117 07/13, 21F
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61.228.71.110 07/13, , 22F
61.228.71.110 07/13, 22F
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218.172.251.34 07/13, , 23F
218.172.251.34 07/13, 23F
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218.172.251.34 07/13, , 24F
218.172.251.34 07/13, 24F
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61.228.71.110 07/13, , 25F
61.228.71.110 07/13, 25F
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218.172.251.34 07/13, , 26F
218.172.251.34 07/13, 26F
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218.172.251.34 07/13, , 27F
218.172.251.34 07/13, 27F
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218.172.251.34 07/13, , 28F
218.172.251.34 07/13, 28F
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61.228.71.110 07/13, , 29F
61.228.71.110 07/13, 29F
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219.91.100.26 07/13, , 30F
219.91.100.26 07/13, 30F
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218.172.251.34 07/13, , 31F
218.172.251.34 07/13, 31F