
Conic sections
Properties of parabolas worksheets
Find exact vertices, axes, openings, extrema, latus rectum lengths and coordinate intercepts from vertical and horizontal parabola equations.
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Graph unit-coefficient vertical parabolas in vertex form on equal-scale coordinate grids with exact vertices.
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Graph each parabola on the equal-scale coordinate grid.
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Each worksheet contains four unit-coefficient equations and four equal-scale coordinate grids from −10 to 10.
Plot the vertex, use the sign for the opening direction and add symmetric points.
The separate key shows the full visible curve and exact vertex.
Learning objective
Connect vertical vertex form with a complete clipped parabola and its turning point.
Worked example
Vertex (2, 3), opening downward.
Plot the vertex, then use the unit-coefficient pattern one down and one across from the turning point.
Teaching notes
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Change the seed for four reproducible unit-coefficient vertical parabola graphs.
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Conic sections
Find exact vertices, axes, openings, extrema, latus rectum lengths and coordinate intercepts from vertical and horizontal parabola equations.
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Conic sections
Write exact vertical or horizontal vertex-form equations from foci, directrices, intercepts, points or three-point interpolation.
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General functions
Graph four quadratic functions in vertex form on blank coordinate grids. Each sheet includes every leading coefficient from −2, −1, 1 and 2, with a separate completed graph key.
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