Graphing a quadratic function in standard form

The video tutorial explains how to graph quadratic equations in the form y = X^2 + C. It covers identifying the axis of symmetry, creating an X&Y table, and choosing values to avoid fractions. The tutorial demonstrates plotting points, analyzing the graph's features, and understanding the effects of coefficients on the graph's shape. Key concepts include the axis of symmetry, vertex, and intercepts.

How do the values of A and C affect the graph of a quadratic function?

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What is the axis of symmetry for a quadratic equation in the form of y = X^2 + C?

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What points should be chosen for X when graphing the function to avoid fractions?

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Explain the process of finding the Y coordinates for given X values in the quadratic equation.

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What is the significance of the vertex in the graph of a quadratic function?

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What are the Y intercepts of the graph and how are they determined?

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How does the value of A in the equation y = Ax^2 + C affect the direction of the parabola?

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