[問卦] 為什麼以前大學大專聯考題目難道靠北?消失
剛剛看到60年~80年 大學聯考的題目
簡直就是難道靠北 原來高中數學高中物理可以難成這樣
就連專技考(類似四技二專)的題目也是難
讓人覺得當時的考生好可憐... 都要受這種難題打壓
(所以以前的聯考成績都很低)
比如數學:71日大數學
1
試著證明一切自然數n, 2(√(n+1)-√n) < --- < 2(√n - √(n-1) 恆成立
√n
10000
再計算 [ Σ 1/√n ], 此處高斯符號[x]表示正實數x的整數部份
n=1
這題目我真的懷疑現在的高中生有能力做出來嗎? 第一個問題還好重點再第二個
這就算了 還看過求六階方陣的題目...現在高中還有教這種東西嗎?
技術學院入學聯考也不遑多讓
67技術學院機械聯招
一長30CM之空心鋼柱內填混凝土, 鋼柱外徑20CM, 內徑10CM, 上面護以鋼板(忽略其重
量), 其上之載重為20000KG, 若鋼之楊氏係數2.1*10^6KG/CM^2, 混凝土楊氏係數
0.21*10^6KG/CM^2, 求鋼柱承受之負荷?
居然考到靜不定...
有沒有以前聯考題目很變態的八卦? 這樣表示出題老師很屌很行嗎?
還有更變態的題目嗎
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