Mathematics · Conic Sections
Let x = 4 be a directrix to an ellipse whose centre is at the origin and whose eccentricity is 12. If P(1, β) (where β > 0) is a point on this ellipse, then the equation of the normal to it at P is:
- 14x - 3y = 2
- 28x - 2y = 5
- 37x - 4y = 1
- 44x - 2y = 1✓
Correct answer
4x - 2y = 1
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