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3. Six second-order equations and four y(t)-graphs are given below, respectively. The equations are all of the form d²y dy + p + qy = cos(wt) dt2 dt for various values of the parameters p, q, and w. For each y(t)-graph, determine the second-order equation for which y(t) is a solution, and state briefly how you know your choice is correct. You should do this exercise WITHOUT using technology. (i) p = 5, q= 3, w = 1 (ii) p = 1, q= 3, w = 1 (v) p = 5, q=1, w = 3 (iii) p = 5, q=2, w = 2 (vi) p = 1, q= 1, w = 3 (iv) p = 1, q= 3, w = 2 (a) (b) y y MAXAI 87 бл (c) Annos 1 677 (d) t विनिनिधि Forgomane 47 67 y(t)-graphs for Exercise 3. NAI 87

3. Six second-order equations and four y(t)-graphs are given below, respectively. The equations are all of the form d²y dy + p + qy = cos(wt) dt2 dt for various values of the parameters p, q, and w. For each y(t)-graph, determine the second-order equation for which y(t) is a solution, and state briefly how you know your choice is correct. You should do this exercise WITHOUT using technology. (i) p = 5, q= 3, w = 1 (ii) p = 1, q= 3, w = 1 (v) p = 5, q=1, w = 3 (iii) p = 5, q=2, w = 2 (vi) p = 1, q= 1, w = 3 (iv) p = 1, q= 3, w = 2 (a) (b) y y MAXAI 87 бл (c) Annos 1 677 (d) t विनिनिधि Forgomane 47 67 y(t)-graphs for Exercise 3. NAI 87

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.4: Plane Curves And Parametric Equations
Problem 20E
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3. Six second-order equations and four y(t)-graphs are given below, respectively. The equations are all of the form d²y dy + p. + qy = cos(wt) dt2 dt for various values of the parameters p, q, and w. For each y(t)-graph, determine the second-order equation for which y(t) is a solution, and state briefly how you know your choice is correct. You should do this exercise WITHOUT using technology. (i) p = 5, q= 3, w = 1 (iv) p = 1, q= 3, w = 2 (ii) p = 1, q= 3, w = 1 (v) p = 5, q= 1, w = 3 (iii) p = 5, q=2, w = 2 (vi) p = 1, q= 1, w = 3 (a) (b) (c) MAAAA framanmama 2π 4л бл -14 y(t)-graphs for Exercise 3. 47 бл mão бл 87 87 (d) (Section 4.3 Exercises on the back.)
Transcribed Image Text:3. Six second-order equations and four y(t)-graphs are given below, respectively. The equations are all of the form d²y dy + p. + qy = cos(wt) dt2 dt for various values of the parameters p, q, and w. For each y(t)-graph, determine the second-order equation for which y(t) is a solution, and state briefly how you know your choice is correct. You should do this exercise WITHOUT using technology. (i) p = 5, q= 3, w = 1 (iv) p = 1, q= 3, w = 2 (ii) p = 1, q= 3, w = 1 (v) p = 5, q= 1, w = 3 (iii) p = 5, q=2, w = 2 (vi) p = 1, q= 1, w = 3 (a) (b) (c) MAAAA framanmama 2π 4л бл -14 y(t)-graphs for Exercise 3. 47 бл mão бл 87 87 (d) (Section 4.3 Exercises on the back.)
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