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A. When reduced to a linear DE of order one in z, the Bernoulli's equation B. + z(+)=-3x² C. dz +2(-1)=3x² +2(-4)=3x² D. + 2(2)=3x² dz dy C. dz = dx dz dy + z(-¹)=-3x² homogenous of smallest degree? dw dy SE with t + y()=3x²y² becomes dx

A. When reduced to a linear DE of order one in z, the Bernoulli's equation B. + z(+)=-3x² C. dz +2(-1)=3x² +2(-4)=3x² D. + 2(2)=3x² dz dy C. dz = dx dz dy + z(-¹)=-3x² homogenous of smallest degree? dw dy SE with t + y()=3x²y² becomes dx

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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A. When reduced to a linear DE of order one in z, the Bernoulli's equation dz B. + z(+)=-3x² C. dz +2(-1)=3x² +2(-4)=3x² D. C. dy dx dz dy +z(-¹)=-3x² homogenous of smallest degree? dw d SE with t + y()=3x²y² becomes +2(2)=3x² dz = dx
Transcribed Image Text:A. When reduced to a linear DE of order one in z, the Bernoulli's equation dz B. + z(+)=-3x² C. dz +2(-1)=3x² +2(-4)=3x² D. C. dy dx dz dy +z(-¹)=-3x² homogenous of smallest degree? dw d SE with t + y()=3x²y² becomes +2(2)=3x² dz = dx
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