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Find the field lines of F(x,y,z)=(2x/z)i+(2y/z)j+((x^2+y^2)/z^2)k I've used dx/F1=dy/F2=dz/F3 And gotten the first solution to the differential equation 1: dx/F1=dy/F2 as: y=Bx, where B= e^C (a constant) My problem is when i try to find the solution to the differential equation: dy/F2=dz/F3 <=> dy/(2y/z)=dz/(((x^2+y^2)/z^2))
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I've found it very useful to do Internet searches when I'm stuck on something like this. I did just that, just now, and came up with the following: http://tutorial.math.lamar.edu/Classes/CalcIII/VectorFields.aspx Hope you can find useful material at this site.
sorry im looking for the integral curves
i can't seem to find what im looking for on that page
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