Final Exam - Final Exam Laurence Field Math 152 Section 31...

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Chapter 6 / Exercise 23
Finite Mathematics and Applied Calculus
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Final Exam Laurence Field Math 152, Section 31 March 12, 2012 Name: Instructions: This exam has 8 questions for a total of 120 points. The value of each part of each question is stated. The time allowed is two hours. Partial credit may be given for incorrect answers if your working is legible. No books, notes or calculators are allowed. Since there are no calculators, give your answers in exact form. No decimal approximation is needed. Important: For question 8, answer EITHER part 8(a) OR part 8(b). [Your score for question 8 will be the greater of your 8(a) score and your 8(b) score.] Answer all parts of questions 1–7. Question Points Score 1 15 2 15 3 15 4 15 5 15 6 15 7 15 8 15 Total: 120 i
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Chapter 6 / Exercise 23
Finite Mathematics and Applied Calculus
Costenoble/Waner Expert Verified
1. Compute the following integrals. (a) 5 Z x x x + 1 dx (b) 5 Z tan(3 x ) dx (c) 5 Z π/ 2 - π/ 2 sin 5 x + cos x dx 1
2. Consider the function f ( x ) = e 1 /x . (a) 1 Is f even, odd or neither? (b) 8 Find all local extrema, points of inflection, and horizontal and vertical asymptotes of the graph of f . (c) 4 Sketch the graph of f , showing all the features you found in (b). (d) 2 Write a formula for f - 1 ( y ).
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