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Consider the following Statement : : For the ODE: 2x²y" – xy' +(1–x²)y = 0; roots of indicial equation are 0 and ½. А %3D : For the ODE: (2x+x')y" – y' – 6xy = 0, roots of indicial equation are 0 and 2/3. %3D Identify the correct one: (а) А->F, В—> T (b)A→T, B→ F (c) A→F, B→F (d)А->Т, В > Т (e) None of these

Consider the following Statement : : For the ODE: 2x²y" – xy' +(1–x²)y = 0; roots of indicial equation are 0 and ½. А %3D : For the ODE: (2x+x')y" – y' – 6xy = 0, roots of indicial equation are 0 and 2/3. %3D Identify the correct one: (а) А->F, В—> T (b)A→T, B→ F (c) A→F, B→F (d)А->Т, В > Т (e) None of these

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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Consider the following Statement : : For the ODE: 2x²y" – xy' +(1–x²)y = 0; roots of indicial equation are 0 and ½. А %3D : For the ODE: (2x+x')y" – y' – 6xy = 0, roots of indicial equation are 0 and 2/3. %3D Identify the correct one: (а) А->F, В—> T (b)A→T, B→ F (c) A→F, B→F (d)А->Т, В > Т (e) None of these
Transcribed Image Text:Consider the following Statement : : For the ODE: 2x²y" – xy' +(1–x²)y = 0; roots of indicial equation are 0 and ½. А %3D : For the ODE: (2x+x')y" – y' – 6xy = 0, roots of indicial equation are 0 and 2/3. %3D Identify the correct one: (а) А->F, В—> T (b)A→T, B→ F (c) A→F, B→F (d)А->Т, В > Т (e) None of these
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