[微積] 微積分考試,用初等數學方法去解會被扣分嗎?
例如:以下兩題求極值問題
1.
條件 x + y^2 + z/2 = 1 ; x,y,z > 0
求 x^2 * y * z 的極值
2.
條件 x + 2*y = 1
求 3*x^2 + y^2 的極值
可以用 Lagrange 乘子法解
1也可以用 算均 >= 幾均
2用 Cauchy 不等示解
而且也比較快。
但如果是考計算題,用初等數學解,完全用不到微分
大家覺得會被扣分嗎?
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※ 發信站: 批踢踢實業坊(ptt.cc)
◆ From: 140.112.24.145
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08/19 16:03, , 1F
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以上各位假設是閱卷老師的話,相信每人心中都有一把尺,所以我的問題沒有標準答案
會這樣問的原因,台灣的考試大部分都80分鐘很短,要得跟時間賽跑
在時間不夠的情況下,用正規解可能解到一半就鐘響了,所以只好硬著頭皮選一個較快
的方法,大不了被扣點分數,總比0分好!
※ 編輯: newversion 來自: 140.112.24.99 (08/20 17:10)
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