Start learning →

Find focus and directrix of parabola y² = -8x:

AFocus (0, -2)
BNo focus
CFocus (-2, 0), directrix x = 2 (opens left, a = -2)
DFocus (2, 0), directrix x = -2
Answer & Solution
Correct answer: C. Focus (-2, 0), directrix x = 2 (opens left, a = -2)
y² = -8x → 4a = -8 → a = -2. Vertex (0, 0), opens left. Focus (a, 0) = (-2, 0). Directrix x = -a = 2.
Practise this question with Quill — GRE →

Keep practising Straight Lines and Conic Sections

Browse all Straight Lines and Conic Sections questions for GRE, or explore more Mathematics topics.

Start a Straight Lines and Conic Sections lesson →