Question: fffffffTopic: Factoring - Special Cases Question #4 my Factor 2x- - 50 fully. wow Factor 64x - 48x + 9 fully.Topic: Intro to Quadratics -

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\f\f\f\f\f\f\fTopic: Factoring - Special Cases Question #4 my Factor 2x- - 50 fully. wow Factor 64x - 48x + 9 fully.Topic: Intro to Quadratics - Calculating Differences Question #5 ): Determine whether the relation is linear, quadratic, or neither. Explain. y Difference 2"Difference 3 10 15 20 25 30 Determine whether the relation is linear, quadratic, or neither. Explain. X y # Difference 2" Difference 32 72 128 200 12 288Topic: Intro to Quadratics - Calculating Differences Question #5 pointo): Determine whether the relation is linear, quadratic, or neither. Explain. X y " Difference 2"Difference 2 3 13 "s): Determine whether the relation is linear, quadratic, or neither. Explain. y Difference "Difference 12 16 15 32 18 64 70Topic: Intro to Quadratics - Quadratics in Factored Form Question #6 "): Given y = 4(x - 3)(x + 2). what direction does this parabola open? Given y = 4(x - 3)(x + 2), what would the x-intercepts be?Topic: Intro to Quadratics - Quadratics in Factored Form Question #6 Given y = 4(x - 3)(x + 2). what would the axis of symmetry be? Given y = 4(x - 3)(x + 2). what would the coordinates of the vertex be?Topic: Intro to Quadratics - Equations in Factored Form Question #7 : Determine the equation of the quadratic in factored form y = a(x - s)(x - t) given a = 2, and the x-intercepts are 1 and 3. ): Determine the equation of the quadratic in factored form y = a(x - s) (x - ()given x-intercepts of 2 and 6 and a point (1, -5).Topic: Intro to Quadratics - Equations in Factored Form Question #7 "): Determine the equation of the quadratic in factored form y = a(x - s)(x - t) given the graph below: -10 5 -10 "): Determine the equation of the quadratic in factored form y = a(x - s)(x - () given the zeros are -3 and 4, and an optimal value of 22

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