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More 1-D motion

More 1-D motion. Look at the x vs. t graph below: 1. Write a ¶ describing the motion. 2. Make a graph of velocity vs. time. Look at the v vs. t graph below: 1. Write a ¶ describing the motion. 2. Make a graph of x vs. t. Or. Now how do you find the velocity?. Tangent Line .

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More 1-D motion

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  1. More 1-D motion

  2. Look at the x vs. t graph below:1. Write a ¶ describing the motion.2. Make a graph of velocity vs. time.

  3. Look at the v vs. t graph below:1. Write a ¶ describing the motion.2. Make a graph of x vs. t.

  4. Or

  5. Now how do you find the velocity?

  6. Tangent Line • To find the instantaneous velocity you must make a line that is tangent to the curve at the time you are interested in. • Tangent Line • A line that just brushes the curve and is parallel to the curve at that one spot. • Use any two points on tangent line to find slope. • Normal • The opposite of tangent. Perpendicular

  7. Tangent at 4 seconds

  8. Tangent at 7

  9. v vs t • We can now make a graph of v vs t for all our data points.

  10. What is the velocity at 4 sec? What is the velocity at 8 sec? How far has the object traveled during 0-4 seconds? How far has the object traveled during 4-8 seconds?

  11. Can we make a graph of the slope of this line and if so what does it tell us?

  12. We know that the slope of position gives us: The rate of change in position. • We call that velocity! • How much the position changes in every one second. • The slope of velocity gives us: The rate of change in velocity. • How much the velocity changes in every one second. • We call that acceleration!

  13. Definition of Acceleration • Position is meters • Velocity is meters per one second or m/s • Acceleration is m/s per one second or m/s/s but is usually written as m/s2

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