(+)-G.GPE.2
Explore the relationship among the parabola, focus, and directrix and use the equation to model a real-life situation, using technology as appropriate.
Example Problems
Write the equation for a parabola with a focus at and a directrix at .
Write the equation for a parabola with a focus at and a directrix at .
Write the equation for a parabola with a focus at and a directrix at .
Khan Academy ResourcesGraphing quadratics reviewIntro to slope-intercept formGraphing slope-intercept formIntercepts of lines review (x-intercepts and y-intercepts)Graphing lines from slope-intercept form reviewSlope reviewIntercepts from an equationGraph quadratics in vertex formGraph parabolas in all formsSlope-intercept introIntercepts from a graphSlope from two pointsQuadratic word problems (standard form)Graph from slope-intercept formInterpret parabolas in contextInterpret a quadratic graphGraphing linear relationships word problemsFeatures of quadratic functionsSlope from equationQuadratic word problems (vertex form)Graph quadratics in factored formParabolas introQuadratic word problems (factored form)Intercepts from an equationGraph from slope-intercept equationVertex & axis of symmetry of a parabolaFinding the vertex of a parabola in standard formWorked example: slope from two pointsSlope of a horizontal lineInterpreting a parabola in contextParabolas introLinear functions word problem: poolx-intercept of a linePositive & negative slopeGraphing quadratics in factored formVertex form introductionForms & features of quadratic functionsIntro to slope-intercept formIntro to interceptsGraphing quadratics: vertex formComparing features of quadratic functionsFinding features of quadratic functionsLinear functions word problem: fuelGraphing quadratics: standard formIntercepts from a tableIntro to slopeInterpret a quadratic graph

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