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    Plot the graph of a quadratic function - turning point

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    Question 1

    You are given the quadratic function $y=\simplify[std]{{a}x^2+{c}}$

    a)

    Fill in the table of values for $y=\simplify[std]{{a}x^2+{c}}$:

    $x$ $-3$ $-2$ $-1$ $0$ $1$ $2$ $3$
    $y$
    Score: 0/3.5

    Feedback for a).

    Show feedback.The feedback has changed.

    This feedback is based on your last submitted answer. Save your changed answer to get updated feedback.

      Or, you could:

        There's nothing more to do from here.

        b)

        24−2−424681012−2−4−6−8−10−12
        0,0

        Slide the points to the correct $y$ values.

        Score: 0/3.5

        Feedback for b).

        Show feedback.The feedback has changed.

        This feedback is based on your last submitted answer. Save your changed answer to get updated feedback.

          Or, you could:

            There's nothing more to do from here.

            c)

            Give the coordinates of the turning point of the parabola: $\bigg($$, $ $\bigg)$

            Score: 0/1

            Feedback for c).

            Show feedback.The feedback has changed.

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              Or, you could:

                There's nothing more to do from here.

                Advice

                \( \endgroup \)

                Score: 0/8

                Total 0/8
                Created using Numbas, developed by Newcastle University.