HANDOUTExam fall 2005

# HANDOUTExam fall 2005 - MATH 106 Fall 2005 Final Exam Name...

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MATH 106, Fall 2005 Final Exam Name: ____ ____ Sufficient work must be shown for problems that require it. Each problem is worth 3 points except where noted otherwise. 1. Use the graph of f (x) to answer the following questions: (1.5 pts. each) a) State the domain of f ____________________________________________________________ b) State the range of f _____________________________________________________________ c) Evaluate f ( f (-4)): _____________________________________________________________ d) e) = ) ( lim 7 - x f x ___________________________________________________________________ f) = + ) ( lim 3 x f x ____________________________________________________________________ g) = ) ( lim 1 x f x ____________________________________________________________________ h) State the value(s) of x for which f has a removable discontinuity: _________________________ i) For what value(s) of x is f not differentiable?___________________________________________ j) What are the critical values of f ? ____________________________________________________ k) For what value(s) of x does f have a local minimum? ____________________________________ l) f ′(-4) =________________________________________________________________________ m) For what interval(s) of x is f increasing? ______________________________________________ n) For what interval(s) of

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HANDOUTExam fall 2005 - MATH 106 Fall 2005 Final Exam Name...

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