How to find the intersection points between two graphical solutions of the ODESolve command?

jospercomp shared this question 10 months ago
Answered

How to find the intersection points between two graphical solutions of the ODESolve command and output are two Locus?

Best Answer
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{Intersect(f, g)}

Comments (6)

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Please post your .ggb file

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numericalIntegral2=SolveODE(3,4,cos(x),0,0,1,10,0.01)

numericalIntegral2=SolveODE(3,4,sin(x),0,0,1,10,0.01)

91dcd49f5a570fd6761fa483e57c410e

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You can find the intersections points these are :

/B+DmRXPny0IjQAAAABJRU5ErkJggg==

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How converter this command to a Point List? Intersect(Polyline(l1), Polyline(l2))

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{Intersect(f, g)}

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SolveODE(3,4,cos(x),0,0,1,10,0.01)

SolveODE(3,4,sin(x),0,0,1,10,0.01)

l1=First(Element({numericalIntegral1},1),Length(Element({numericalIntegral1},1)))

l2=First(Element({numericalIntegral2},1),Length(Element({numericalIntegral2},1)))

{Intersect(Polyline(l1), Polyline(l2))}

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