| Author |
Comment/Response |
lars
|
 11/27/05 09:42am
Hello,
I'm calculating the coördinates of the intersections of an ellipse and a function I defined. This is what I ask in Mathematica:
Solve[{ellips3, functie2}, {x, y}]
and Mathematica gives me this:
{{y -> 7.33464, x -> 1.52795}, {
y -> 7.62409 - 3.7274 \[ImaginaryI], x -> -1.89506 + \
0.98345 \[ImaginaryI]}, {y -> 7.62409 + 3.7274 \[ImaginaryI],
x -> -1.89506 - 0.98345 \[ImaginaryI]}, {y -> 10.1174, x -> 2.26217}}
Mathematica gives me also Complex coördinates. I'm looking for a function that just returns me the real coördinates. Can anyone help me filtering out the complex numbers?
Thanks in advance.
Lars
URL: , |
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