阿摩線上測驗
登入
首頁
>
研究所、轉學考(插大)-微積分
>
110年 - 110東吳大學_碩士班招生考試_數學系A 組(數學)、數學系班 B 組(決策科學與海量資料分析) ︰微積分#100056
>
7. (8 points) Let f'(x) = x√xand f(1) = 2. Find f(x).
其他申論題
3. (8 points) Evaluate
#418907
4. (8 points) Evaluate
#418908
5. (8 points) Let y = sin x - cos x. Find
#418909
6. (8 points) Let f(x)=xg(x),g(3)=5,and g'(3)= 2. Find f'(3).
#418910
8. (8 points) Evaluate
#418912
9. (8 points) Evaluate
#418913
10. (8 points)Find f(x) =
#418914
11. (10 points) Let f'(x) exist everywhere. If f(2) = 8 and f'(x) ≤ 5 for all x. Use the mean value theorem to answer how small can f(0) possibly be?
#418915
12. (10 points) Let , x≥ 0. Use the mean value theorem for definite integral and the limit-definition of derivative to find f'(x). (Mean Value Theorem) Suppose f : [a,b] → IR is continuous on fa, b and differentiable on (a,b). Then there exists c (a,b) such that(Mean Value Theorem for Definite Integral) Suppose f : [a,b] → IR is a continuous function. Then there exists c [a,b] such that
#418916
1. (a) In R3, represent all the linear combinations of v=(2,0,1) and w=(0,1,2), give a geometric interpretation. And find a vector which is not a combination of v and w.
#418917
阿摩線上測驗
登入
阿摩線上測驗
登入