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-.) a) Show: The substitution u(x) = sin(r) +y(x)+2 makes the differential equa- tion y'(r) + cos(a) = 5 (sin(z) +y(x) +2)“/5 %3D (*) separable. b) Soluo the

-.) a) Show: The substitution u(x) = sin(r) +y(x)+2 makes the differential equa- tion y'(r) + cos(a) = 5 (sin(z) +y(x) +2)“/5 %3D (*) separable. b) Soluo the

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.5: Applications
Problem 17EQ
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.) a) Show: The substitution u(r) – sin(¤) +y(z) + 2 makes the differential equa- tion (1) + cos(r) – 5 (sin(x) + y(x) + 2)* -2)/5 (*) separable. b) Solvo tho diA.
Transcribed Image Text:.) a) Show: The substitution u(r) – sin(¤) +y(z) + 2 makes the differential equa- tion (1) + cos(r) – 5 (sin(x) + y(x) + 2)* -2)/5 (*) separable. b) Solvo tho diA.
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