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                    <div class="title">Activity 4: Working with Velocity Graphs</div>
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                              <div class="subtitle">Focus for this activity</div>
                              Once again in this activity we are going to be working with a very 
          simple model of a train system. 
                              <br />
                              <br />
                              As before, in the 
          model, the train starts out at Station A, goes to Station B to pick 
          up a passenger, and then returns to Station A. Station A will be 1.5 
          meters in front of a motion probe, and Station B will be 0.5 meters in 
          front of the motion probe.
                              <br />
                              <br />
                              In this activity, we will be 
          looking at velocity, rather than position.
                              <br />
                              <br />
                              Velocity is 
          similar to speed, except that it can be positive or negative. For 
          example, it may be positive if you are going toward something, and 
          then negative when you are going away. You can think of it as "speed 
          in the opposite direction" when the sign of a velocity is negative.
                              <br />
                              <br />
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                              <bodyText>How familiar are you with negative numbers?</bodyText>
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                              <div class="subtitle">Prediction</div>
                              As before, you will be making graphs while moving from Station A to 
          Station B, and then back to Station A.
                              <br />
                              Can you predict what a 
          velocity graph might look like? Using the pencil tool, (to the 
          right) draw what you think the graph will look like.
                              <br />
                              When you have finished, please submit your graph by clicking the SUBMIT button 
          below the graph.
                              <br />
                              <br />
                              <br />
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                              <br />
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                                Demonstration
                                <br />
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                              Your teacher will now demonstrate the use of the motion probe to 
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                                Your turn!
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                              Set up your motion probe at the end of a desk or table. Click 
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                              <div class="subtitle">Your Train Trip</div>
                              Now plan and make your train trip:
                              <br />
                              Measure and mark the two 
          locations: Station A, 1.5 meters directly in front of the probe, and 
          Station B, 0.5 meter in front of the probe.
                              <br />
                              Start at Station A, 
          proceed to Station B, then return to Station A.
                              <br />
                              Start the 
          graphing by clicking Start on the Velocity graph. Try this several 
          times, until you have a graph that you are happy with and willing to 
          share with the class. Then share the graph by clicking on the Submit 
          button below the graph.
                              <br />
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                                    <br />
                                    FLAG-N
                                    <br />
                                    <br />
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                              <div class="subtitle">Discussing class graphs</div>
                              Have a look at the class's graphs on the next page. Please answer 
          and discuss the following questions. You may change your answers 
          after the class discussion.
                              <br />
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                            <div class="body">
                              <table width="100%">
                                <tr>
                                  <td width="30%">
                                    <div class="subtitle">Velocity and Position Graphs Together</div>
                                    At right are two graphs of a train trip, one is a graph of 
                position and the other is a graph of velocity.
                                    <br />
                                    Station A is 
                at position = .6 meters, and Station B is at position = 1.6 
                meters Answer the following questions:
                                    <br />
                                    <br />
                                    <br />
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                              <div class="subtitle">New Questions and Investigations</div>
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                                Velocity Summary
                                <br />
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                              "Velocity", (or "average velocity") is the "change of position" of 
          an object, divided by the amount of time taken in moving.
                              <br />
                              <br />
                              The 
          "change in position" of an object is its "ending position", minus 
          its "starting position."
                              <br />
                              <br />
                              If your "starting 
          position" is at position = 1.5 meters, and your "ending position" is 
          at position = 3.5 meters, your "change of position" is
                              <br />
                              3.5m 
          - 1.5m = 2 meters.
                              <br />
                              <br />
                              If that has taken you 4 seconds, your 
          "average velocity" is 2 meters divided by 4 seconds,
                              <br />
                              2m 
          / 4s = .5 meters per second.
                              <br />
                              <br />
                              If your "stating position" is at 
          position = 3.5 meters and your "ending position" is at position = 
          1.5 meters, your "change of position" is 1.5m - 3.5m = -2 meters. 
          (It is negative!)
                              <br />
                              <br />
                              If that has taken you 4 seconds, your 
          'average velocity" is -2 meters divided by 4 seconds,
                              <br />
                              -2m / 
          4s = -.5 meters per second. (It is negative, once again.)
                              <br />
                              <br />
                              While signed velocities are the mathematically best way to describe 
          motion, students may be better off thinking (this is a quote from a 
          6th grader) "it's not really a negative velocity, it's just that 
          it's in the other direction."
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