Identify the parts of the parabola given its equation in standard form. (x + 9)² = -28(y + 6) Opening/Concavity Vertex coordinates Focus coordinates Axis of Symmetry equation Directrix equation Latus Rectum Endpoints of the Latus Rectum coordinates (y + 10)² = 12(x - 10) Opening/Concavity Vertex coordinates Focus coordinates Axis of Symmetry equation Directrix equation Latus Rectum Endpoints of the Latus Rectum coordinates
Identify the parts of the parabola given its equation in standard form. (x + 9)² = -28(y + 6) Opening/Concavity Vertex coordinates Focus coordinates Axis of Symmetry equation Directrix equation Latus Rectum Endpoints of the Latus Rectum coordinates (y + 10)² = 12(x - 10) Opening/Concavity Vertex coordinates Focus coordinates Axis of Symmetry equation Directrix equation Latus Rectum Endpoints of the Latus Rectum coordinates
Chapter11: Conics
Section11.2: Parabolas
Problem 97E: Write the equation of a parabola that opens up or down in standard form and the equation of a...
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