IV. Questions Distance (in cm) vs. Time Squared (in s^2) Distance (in cm) <-5.47 x 10.4 Distance (in cm) 125 100 75 50 25 0 10 5 10 15 + 20 Time Squared (in s^2) 1. What have you observed about the s vs. t graph? What does this graph indicate about the motion of the ball? 2. If the graph is a straight line, how would you interpret the slope of this graph? 3. Calculate the acceleration of the rolling ball from the s vs. t graph.
IV. Questions Distance (in cm) vs. Time Squared (in s^2) Distance (in cm) <-5.47 x 10.4 Distance (in cm) 125 100 75 50 25 0 10 5 10 15 + 20 Time Squared (in s^2) 1. What have you observed about the s vs. t graph? What does this graph indicate about the motion of the ball? 2. If the graph is a straight line, how would you interpret the slope of this graph? 3. Calculate the acceleration of the rolling ball from the s vs. t graph.
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Transcribed Image Text:IV. Questions
Distance (in cm) vs. Time Squared (in s^2)
Distance (in cm) -5.47*x + 10.4
Distance (in cm)
125
100
75
50
25
D
10
15
20
Time Squared (in s^2)
1. What have you observed about the s vs. t graph? What does this graph indicate
about the motion of the ball?
2. If the graph is a straight line, how would you interpret the slope of this graph?
3. Calculate the acceleration of the rolling ball from the s vs. t graph.
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