To solve the algebraic equation y3 – y2 + e = 0, we set y = e/2y1+ ey2 + /2 Y3+.. . , then to find the O(e/2), we solveO 2y1Y2 = 3y?y2 – y?O 91Y3 = 3yfy2 – yžO 2y1Y3 = y?Y2 – y?O 2y1Y3 = 3y?Y2+ y?%3DO 2y1Y3 = 3yfy2 – y?O Y1Y3 = 3y7y2 – 4y?

Name: To solve the algebraic equation y3 – y2 + e = 0, we set y = e/2y1+ ey
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Description: To solve the algebraic equation y3 – y2 + e = 0, we set y = e/2y1+ ey2 + /2 Y3+.. . , then to find the O(e/2), we solveO 2y1Y2 = 3y?y2 – y?O 91Y3 = 3yfy2 – yžO 2y1Y3 = y?Y2 – y?O 2y1Y3 = 3y?Y2+ y?%3DO 2y1Y3 = 3yfy2 – y?O Y1Y3 = 3y7y2 – 4y?

The given algebraic equation is: y3-y2+∈=0 …1 Also set y=∈12y1+∈y2+∈32y3+… …2 To find O∈32

Math

Advanced Math

To solve the algebraic equation y3-y2+e=0, we set y = e/?y1 + ey2 + /2y3+..., then to find the O(e/2), we solve O 2y1Y2 = 3yfy2 - y? O yiy3 = 3yfy2 – yž O 2y1y3 = 3yfy2 + y3 O 2y1Y3 = 3yfy2 y? O Yıy3 = 3yfy2 – 4y;

To solve the algebraic equation y3-y2+e=0, we set y = e/?y1 + ey2 + /2y3+..., then to find the O(e/2), we solve O 2y1Y2 = 3yfy2 - y? O yiy3 = 3yfy2 – yž O 2y1y3 = 3yfy2 + y3 O 2y1Y3 = 3yfy2 y? O Yıy3 = 3yfy2 – 4y;

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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