Notes: Week 15 - Position vs Time graphs
Topics covered:
- Describing motion on a position vs time graph
- How to calculate velocity on a position vs time graph
Position vs Time graphs = show an object’s movement
- position (x) is on the y-axis
- time (t) is on the x-axis
- Objects at rest: will form a straight horizontal line
Position vs Time graphs (x vs t)
- Starting position of object: where the y-intercept is located (can be positive or negative)
Position vs Time graphs (x vs t)
How calculate velocity?
- The slope of a position vs. time graph represents velocity
Slope = change in position / change in time
- Commonly measured in meters/second (m/s)
Velocity tells you two things about the motion of the object
- How fast (m/s)
- What direction (+/-)
Data Analysis
What is happening at: t = 0 to 5? t = 5 to 10? t = 10 to 12.5?
Data Analysis
What is happening at: t = 0 to 5? Moving at constant speed in positive direction t = 5 to 10? Not moving t = 10 to 12.5? Moving at a constant speed in negative direction
Data Analysis
Velocity at: t = 0 → 5? t = 5 → 10? t = 10 → 12.5? t = 0 → 12.5 secs?
Data Analysis
Calculate the slope! Velocity at: t = 0 → 5? 5/5 = +1m/s t = 5 → 10? = 0/5 = 0 m/s t = 10 → 12.5? = -5/2.5 = -2m/s t = 0 → 12.5 secs? = 0/12.5 = 0m/s
Notes: Week 15 - Position vs Time graphs
Julie Effler
Created on March 26, 2025
Start designing with a free template
Discover more than 1500 professional designs like these:
View
Decisions and Behaviors in the Workplace
View
Tangram Game
View
Process Flow: Corporate Recruitment
View
Weekly Corporate Challenge
View
Wellbeing and Healthy Routines
View
Match the Verbs in Spanish: Present and Past
View
Planets Sorting Game
Explore all templates
Transcript
Notes: Week 15 - Position vs Time graphs
Topics covered:
Position vs Time graphs = show an object’s movement
Position vs Time graphs (x vs t)
Position vs Time graphs (x vs t)
How calculate velocity?
- The slope of a position vs. time graph represents velocity
Slope = change in position / change in time- Commonly measured in meters/second (m/s)
Velocity tells you two things about the motion of the objectData Analysis
What is happening at: t = 0 to 5? t = 5 to 10? t = 10 to 12.5?
Data Analysis
What is happening at: t = 0 to 5? Moving at constant speed in positive direction t = 5 to 10? Not moving t = 10 to 12.5? Moving at a constant speed in negative direction
Data Analysis
Velocity at: t = 0 → 5? t = 5 → 10? t = 10 → 12.5? t = 0 → 12.5 secs?
Data Analysis
Calculate the slope! Velocity at: t = 0 → 5? 5/5 = +1m/s t = 5 → 10? = 0/5 = 0 m/s t = 10 → 12.5? = -5/2.5 = -2m/s t = 0 → 12.5 secs? = 0/12.5 = 0m/s