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GLet cons der the difterenti al equation us O gex) : e* is a so lution scx: (1+ x)e* is the andy so lution Se the so S CI)=0 © O SC) : ce 4* CN).ce k e is n oluti if So lution I SCK):((-K) e* is the only solution that O let sensida (he vectors ã (2.-2,1) and

GLet cons der the difterenti al equation us O gex) : e* is a so lution scx: (1+ x)e* is the andy so lution Se the so S CI)=0 © O SC) : ce 4* CN).ce k e is n oluti if So lution I SCK):((-K) e* is the only solution that O let sensida (he vectors ã (2.-2,1) and

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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5het cens der the differential cquatian us cons is a solution (1+)e* is the anly so lutiom Se that %3D S CI)=0 ce Cx).CE R e is a lution if so lution i* the only soluton that O Let us consider the vectors a (2.-2,1) and (-4,1,1) TR in OO the angle between ä aid B is 义,年 O the angle b between a and Product a x b hais tmo dule I t he veclors a B and l0.0,1) are
Transcribed Image Text:5het cens der the differential cquatian us cons is a solution (1+)e* is the anly so lutiom Se that %3D S CI)=0 ce Cx).CE R e is a lution if so lution i* the only soluton that O Let us consider the vectors a (2.-2,1) and (-4,1,1) TR in OO the angle between ä aid B is 义,年 O the angle b between a and Product a x b hais tmo dule I t he veclors a B and l0.0,1) are
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