Question
Charlotte is playing kickball with her friends. The ball rolls to her along the ground and she It as hard as she can, sending it flying into the air.One of Charlotte's friends catches the ball. Which graph could show the height of the ball above the ground over time? ar x Time (sec.) ar x Time (sec.) ar Time (sec.) ar Time (sec.)
Answer
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Sioned
Elite · Tutor for 8 years
Answer
Based on the description provided in the , we are looking for a graph that represents the height of a ball over time after it has been kicked into the air. The key points to consider are:1. The ball starts at the ground level (height = 0).2. The ball is kicked and goes into the air, so the height increases.3. After reaching its maximum height, the ball begins to fall back down.4. The ball returns to the ground level (height = 0) when it is caught.The graph that corresponds to this description would start at the origin (0,0), indicating that the ball is on the ground before being kicked. The curve would then rise to a peak, representing the ball reaching its maximum height. After the peak, the curve would descend back to the x-axis, indicating that the ball is caught at ground level again.The graph that fits this description is the one that shows a parabolic trajectory, starting and ending at the x-axis (time axis), with a single peak in between. This is a typical trajectory for a projectile under the influence of gravity, assuming no air resistance or other forces are acting on the ball.Given the points (0,0) and (6,0), we can infer that the ball was kicked at time 0 seconds and caught at time 6 seconds. The graph would therefore be a parabola that opens downward, with the vertex (the highest point of the parabola) occurring at some time between 0 and 6 seconds.Answer: The graph that could show the height of the ball above the ground over time would be a parabolic curve that starts at the origin (0,0), rises to a maximum height, and then falls back to the x-axis at the point (6,0).