by-completing-the-square-write-the-given-equation-into-the-standard-form-and-the-2

Question

By completing the square, write the given equation into the standard form, and then identify the vertex, focus, and directrix of the parabola. Also, graph the parabola in a rectangular coordinate system.
x² + 10x - 12y + 13 = 0

Accepted Answer

Standard form: (x +5)² = 12(y +1); Vertex: (-5, -1); Focus: (-5, 2); Directrix: y = -4

Answer

Standard form: (x -5)² = 12(y +1); Vertex: (5, -1); Focus: (5, 2); Directrix: y = -4

Answer

Standard form: (x -5)² = 12(y -1); Vertex: (5, 1); Focus: (5, 4); Directrix: y = -2

Answer

None of these

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By completing the square, write the given equation into the standard form, and then identify the vertex, focus, and directrix of the parabola. Also, graph the parabola in a rectangular coordinate system.
x² + 10x - 12y + 13 = 0

My Courses

Chemistry

Biology

Math

Physics

Business

Social Sciences

Programming

Product & Marketing

By completing the square, write the given equation into the standard form, and then identify the vertex, focus, and directrix of the parabola. Also, graph the parabola in a rectangular coordinate system.x2 + 10x - 12y + 13 = 0

By completing the square, write the given equation into the standard form, and then identify the vertex, focus, and directrix of the parabola. Also, graph the parabola in a rectangular coordinate system.
x² + 10x - 12y + 13 = 0