Point of Intersection of an Ellipse and a Line
Author: shiroeExecutions: 51
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Let the coordinates of intersection point ① be (x1, y1).
Let the coordinates of intersection point ② be (x2, y2).
Enter positive nonzero numbers for a and b.
Enter nonzero numbers for l and m.
Let the coordinates of intersection point ② be (x2, y2).
Enter positive nonzero numbers for a and b.
Enter nonzero numbers for l and m.
| Number of Intersection Points | 個 |
| x1 | |
| y1 | |
| x2 | |
| y2 |
Digit display setting: 6 digits. Digit count can be changed. Complex number calculation mode
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The ellipse is in standard form.
Let the equation of the ellipse be ((x^2)/(a^2)) + ((y^2)/(b^2)) = 1.
The equation of the line is in the form lx + my + n = 0.