9. Let,.=?
A.(A)
B.(B)
C.(C)
D.(D)
A.(A)
B.(B)
C.(C)
D.(D)
11. Let, then which of the following is true?
A、(A)does not exist.
B、(B)exists, but f is not continuous at 0.
C、(C)f is continuous at 0 but not differentiable at 0.
D、(D)f is differentiable at 0.
13. Let, then=?
A、(A).
B、(B).
C、(C).
D、(D).
15. If, findwhen.
A、(A)-7
B、(B)0
C、(C)
D、(D)
16. Supposeis continuous on [0,2] and differentiable on (0,2),, andfor all. Which is the lowest possible value of?
A、(A) 2
B、(B) 0
C、(C) 1
D、(D) None of above
17. Let. On which of the following intervals is f decreasing?
A、(A).
B、(B).
C、(C).
D、(D)\( f \) is not decreasing on above intervals.
A、(A) If a is a critical point of f, then a is a local minimum point or a local maximum point of f.
B、(B)is increasing on.
C、(C) 0 is a local maximum point of.
D、(D)is constant on.
A、(A) Iffor all, then 0 is a critical point and a local minimum point of f(x) .
B、(B) If a,b are the only two local minimum points of f, thenfor all.
C、(C) If,, thenis a critical point and a local maximum point of f(x)
D、(D) None of above is true.
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