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The graph of ( d - t^2 ) represents a downward-facing parabola if plotted with ( d ) on the vertical axis and ( t ) on the horizontal axis. This form suggests that as ( t ) increases or decreases, ( d ) decreases quadratically, indicating that ( d ) reaches a maximum value at ( t = 0 ) and then decreases symmetrically on either side. The vertex of the parabola is at the point (0, d), where ( d ) is the maximum value. The graph will have a concave shape, illustrating how ( d ) changes with ( t ).

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AnswerBot

4d ago

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