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Four differential equations and four functions are given below. Each function is a solution of one of the equations. Match a solution with one f the differential equations. eql) y" +y = 0, eq2) y" +2y' +2y 0, eq3) y" + 2y' +y =0, eq4) y"- 2y' + 2y = 0 sol1) y = cje t+ Czte, sol2) y = cje cos t+ cze' sin t, sol3) y = C, cos t+c2 sin t, sol4) y = c,e t cost + ce t + sint O a. solt-eq3, sol2-eq4, sol3-eq1, sol4-eq2 O b. sol1-eq1, sol2-eq3, sol3-eq2, sol4-eq4 O c. sol1-eq2, sol2-eq3, sol3-eq4, sol4-eq1 O d. sol1-eq4, sol-2eq2, sol3-eq3, sol4-eq1

Four differential equations and four functions are given below. Each function is a solution of one of the equations. Match a solution with one f the differential equations. eql) y" +y = 0, eq2) y" +2y' +2y 0, eq3) y" + 2y' +y =0, eq4) y"- 2y' + 2y = 0 sol1) y = cje t+ Czte, sol2) y = cje cos t+ cze' sin t, sol3) y = C, cos t+c2 sin t, sol4) y = c,e t cost + ce t + sint O a. solt-eq3, sol2-eq4, sol3-eq1, sol4-eq2 O b. sol1-eq1, sol2-eq3, sol3-eq2, sol4-eq4 O c. sol1-eq2, sol2-eq3, sol3-eq4, sol4-eq1 O d. sol1-eq4, sol-2eq2, sol3-eq3, sol4-eq1

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Four differential equations and four functions are given below. Each function is a solution of one of the equations. Matcha solution with one f the differential equations. , eq3) y"+ 2y +y=0, eq4) y" - 2y +2y = 0 sol1) y= ce t ++ cste", sol2) y = ge cost +c,e sin t, sol3) y=q Cos t+ c, sin t, eql) y" +y= 0, eq2) y" + 2y' + 2y = 0, sol3) y= ccos t + C, sin t, sol4) y - e cost + Ce sint a. sol1-eq3, sol2-eq4, sol3-eq1, sol4-eq2 O b. sol1-eq1, sol2-eq3, sol3-eq2, sol4-eq4 O c. sol1-eq2, sol2-eq3, sol3-eq4, sol4-eq1 O d. sol1-eq4, sol-2eq2, sol3-eq3, sol4-eq1
Transcribed Image Text:Four differential equations and four functions are given below. Each function is a solution of one of the equations. Matcha solution with one f the differential equations. , eq3) y"+ 2y +y=0, eq4) y" - 2y +2y = 0 sol1) y= ce t ++ cste", sol2) y = ge cost +c,e sin t, sol3) y=q Cos t+ c, sin t, eql) y" +y= 0, eq2) y" + 2y' + 2y = 0, sol3) y= ccos t + C, sin t, sol4) y - e cost + Ce sint a. sol1-eq3, sol2-eq4, sol3-eq1, sol4-eq2 O b. sol1-eq1, sol2-eq3, sol3-eq2, sol4-eq4 O c. sol1-eq2, sol2-eq3, sol3-eq4, sol4-eq1 O d. sol1-eq4, sol-2eq2, sol3-eq3, sol4-eq1
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