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y' = a(t)b(y), a(t) & bly) continuous in R and a(t) not identically a) bly) is not of class C equation has no solutions b) y (t) = yo is a solution defined in Ralyo)=0 c) the equation has no constant solutions zero. It's true that d) there exists to such alto) = 0 y(t) = to is a solution defined in B e) p(t)=yo is a solution defined in R blyo) = 0 R

y' = a(t)b(y), a(t) & bly) continuous in R and a(t) not identically a) bly) is not of class C equation has no solutions b) y (t) = yo is a solution defined in Ralyo)=0 c) the equation has no constant solutions zero. It's true that d) there exists to such alto) = 0 y(t) = to is a solution defined in B e) p(t)=yo is a solution defined in R blyo) = 0 R

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 30E
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y' = a(t)b(y), a(t) & bly) continuous in R and a(t) not identically a) bly) is not of class C equation has no solutions b) y (t) = yo is a solution defined in Ralyo)=0 c) the equation has no constant solutions zero. It's true that d) there exists to such alto) = 0 y(t) = to is a solution defined in B e) p(t)=yo is a solution defined in R blyo) = 0 R
Transcribed Image Text:y' = a(t)b(y), a(t) & bly) continuous in R and a(t) not identically a) bly) is not of class C equation has no solutions b) y (t) = yo is a solution defined in Ralyo)=0 c) the equation has no constant solutions zero. It's true that d) there exists to such alto) = 0 y(t) = to is a solution defined in B e) p(t)=yo is a solution defined in R blyo) = 0 R
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