SCIE-7_Q3-LESSON_7.2_Describing-and-Graphing-Motion

Page 1: Title Slide

  • Saint Francis of Assisi College - Saint Anthony School

    • Describing and Graphing Motion

    • Website: www.stfrancis.edu.ph

Page 2: Learning Objectives

  • Explain the difference between distance and displacement in everyday situations related to a reference point.

  • Distinguish between speed and velocity using the concept of vectors.

  • Describe uniform velocity.

Page 3: Understanding Motion

  • Defined as the change in the position of an object over a period of time concerning a reference point.

    • Reference point: serves as a frame of reference to describe motion and quantify changes.

Page 4: Scalar Quantities

  • Scalar quantities are measurements that provide magnitude without direction.

    • Examples include:

      • 120 kilometers

      • 50 kilograms

      • 20 hours

      • 35°C

Page 5: Vector Quantities

  • Vector quantities provide both magnitude and direction.

    • Examples:

      • 120 km heading north

      • 100 miles per hour south

Page 6: Comparison of Scalars and Vectors

  • Scalar Quantities:

    • Length, area, volume, mass, temperature, etc.

  • Vector Quantities:

    • Displacement, velocity, acceleration, momentum, etc.

Page 7: Representation of Vectors

  • Vectors are represented as arrows.

    • Head of the arrow indicates direction.

    • Length of the arrow is proportional to the value of the vector quantity.

Page 8: Distance and Displacement

  • Displacement refers to the change in position or location of an object.

Page 9: Distance

  • Distance is described in terms of the path length covered by an object.

Page 10: Relationship between Distance and Displacement

  • Distance is dependent on the path traversed, while displacement is the straight-line distance between two points, including direction.

Page 11: Definitions and Rules

  • Distance: Total length of actual path (scalar)

  • Displacement: Vector pointing from the start to the end position, regardless of the path taken.

    • Important to define zero-point and directions (+ and -) when measuring motion on an axis.

Page 12: Calculating Linear Displacement

  • Formula: X = Xf - Xi

    • Xf: Final position

    • Xi: Initial position

    • Delta (Δ) indicates a change in position.

    • Displacement can be positive (to the right) or negative (to the left).

Page 13: Conclusion Slide

  • Thank You!

Page 14: Introduction to Speed and Velocity

  • Speed and Velocity concepts introduction.

Page 15: Learning Objectives (Repeat)

  • Same as earlier: Explaining distance vs. displacement, speed vs. velocity, and uniform velocity.

Page 16: Understanding Speed

  • Speed describes motion in terms of how slow or fast something is.

    • Formula: Average Speed = Distance / Total Time

Page 17: Types of Speed

  • Average Speed:

    • Describes the motion occurring over varying intervals; does not specify the exact rate at a moment.

  • Instantaneous Speed:

    • Indicates how fast something is moving at a specific instant, like a speedometer reading.

Page 18: Reference for Examples

  • See examples on pages 329-330.

Page 19: Calculating Average Speed

  • Example: Jude rode 140 km around Russetville.

    • Use the formula: Speed = Distance / Time

  • Includes tabulated time and calculated speed.

Page 20: Speed Calculation Answer Key

  • Time (hour): 1, 2, 3, 4, 5, 6, 7

  • Speed (kph): 140, 70, 47, 35, 28, 23, 20

Page 21: Understanding Velocity

  • Velocity conveys both speed and direction as it is a vector quantity.

  • Formula: Average Velocity = Displacement / Total Time

Page 22: Graphing Motion

  • Analysis of fast, uniform speed and its representation on graphs.

Page 23: Storytelling with Graphs

  • Motion graphs help visualize the movement of objects.

    • Independent variable on the x-axis, dependent variable on the y-axis.

Page 24: Reiteration of Graphing Motion

  • Same information as above about graphs and their axes.

Page 25: Slope Interpretation

  • The slope of distance vs. time graphs indicates speed or velocity.

    • Positive slope: Moving right at constant speed.

    • Negative slope: Moving left at constant speed.

    • Zero slope: Indicates no movement.

Page 26: Thank You Slide

  • Thank you for listening!

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