# Find the center, vertices and foci of the hyperbola.x22536a. Center: (0, 0)(0, 6)(0, /61)Vertices:Foci:b. Center: (0, 0)(t6, 0)Vertices:Foci: (+v61, 0)c. Center: (0, 0)Vertices: (+6, 0)(61, 0)Foci:d. Center: (0, 0)(6, 0)Vertices:Foci: (+V61, 0)e. Center: (0, 0)(0, +5)Vertices:(0, ±/61)Foci:

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I am needing assistance with the attached equation. help_outlineImage TranscriptioncloseFind the center, vertices and foci of the hyperbola. x2 25 36 a. Center: (0, 0) (0, 6) (0, /61) Vertices: Foci: b. Center: (0, 0) (t6, 0) Vertices: Foci: (+v61, 0) c. Center: (0, 0) Vertices: (+6, 0) (61, 0) Foci: d. Center: (0, 0) (6, 0) Vertices: Foci: (+V61, 0) e. Center: (0, 0) (0, +5) Vertices: (0, ±/61) Foci: fullscreen
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Step 1

Given: General equation of hyperbola centred at (h,k) and vertical transverse axis is given as: Step 2

Rewriting and comparing the given equation, we get: Vertices of the hyperbola are given as: Step 3

Now, Hence focus of hyperbola is given as: ...

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