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

jospercomp shared this question 5 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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