7. Evaluate the series 8 (a)-1 21 ∞ k=2 (b) (e) (6) (i) The series is convergent, but not equal to any of these answers. 8 (-2)4+1 32k-1 k=2 6 33 8. Evaluate the series In(k) - In(k+2) 9. Consider a function g(x) such that (b)ln(2) (a) 0 (c) In (3) (d) In (2) + In(3) (e) In (3) + In(4) (f) In (2) - In(3) (g) In (3) - In(4) (h) The series is convergent, but not equal to any of these answers. (i) The series is divergent. T *g(t)dt = 7 and (h) 4 (i) The series is divergent. (a) 3 (b) 4 (c) 5 (d) -7 (g) There is not enough information to determine the answer (h) None of these is correct. 8 (d) - 5 g(t)dt = 9. What is is (3g(t) – 1) dt? (f) -9 (e) -8

7. Evaluate the series 8 (a)-1 21 ∞ k=2 (b) (e) (6) (i) The series is convergent, but not equal to any of these answers. 8 (-2)4+1 32k-1 k=2 6 33 8. Evaluate the series In(k) - In(k+2) 9. Consider a function g(x) such that (b)ln(2) (a) 0 (c) In (3) (d) In (2) + In(3) (e) In (3) + In(4) (f) In (2) - In(3) (g) In (3) - In(4) (h) The series is convergent, but not equal to any of these answers. (i) The series is divergent. T *g(t)dt = 7 and (h) 4 (i) The series is divergent. (a) 3 (b) 4 (c) 5 (d) -7 (g) There is not enough information to determine the answer (h) None of these is correct. 8 (d) - 5 g(t)dt = 9. What is is (3g(t) – 1) dt? (f) -9 (e) -8

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.2: Arithmetic Sequences

Problem 67E

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