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An ice hockey player hits a puck at a wall. The puck rebounds and then comes to a stop This distance -time graph shows the journey of the puck. What is the total distance that the puck travels?

Question

An ice hockey player hits a puck at a
wall. The puck rebounds and then
comes to a stop This distance -time
graph shows the journey of the puck.
What is the total distance that the puck
travels?

An ice hockey player hits a puck at a wall. The puck rebounds and then comes to a stop This distance -time graph shows the journey of the puck. What is the total distance that the puck travels?

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MarvinMaster · Tutor for 5 years

Answer

Without the actual graph, we cannot calculate the exact total distance. But with the actual graph, we would add the distance the puck traveled away from the wall to the distance it traveled back towards the wall.

Explain

## Step 1: Understand the Problem<br />The problem is asking us to calculate the total distance traveled by the puck. In a distance-time graph, distance is plotted on the vertical y-axis and time on the horizontal x-axis. The line plotted on the graph reflects changes in distance over time.<br /><br />## Step 2: Identify the Distances<br />From the graph, we can see that the puck initially moves away from the starting point (the wall), then rebounds back towards it. This means that the puck travels two distances: one away from the wall, and one back towards it.<br /><br />## Step 3: Calculate the Total Distance<br />The total distance traveled by the puck is the sum of these two distances. <br /><br />### The formula to calculate the total distance is: <br />### \( \textbf{Total Distance} = \textbf{Distance Away} + \textbf{Distance Back} \)
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