Displacement vs. Time Graphs

Slides:



Advertisements
Similar presentations
Motion and Force A. Motion 1. Motion is a change in position
Advertisements

Area under a velocity-time graph Car travelling at 70 mph for 2 hours Area = This is the distance travelled, 140 miles 2  70 = 140 v mph t hours
Graphing motion. Displacement vs. time Displacement (m) time(s) Describe the motion of the object represented by this graph This object is at rest 2m.
Speed and Acceleration
One Dimensional Motion AP Physics C. Terms Displacement vs. Distance Displacement: Change in position (vector) Distance: How far an object has travelled.
Kinematics Equations.
Motion Graphs.  Position is on the vertical axis  Time is on the horizontal axis  Slope (rise/run or Δy/Δx) = velocity  A curved graph shows acceleration.
Acceleration: the rate of change of velocity with respect to time a avg = Δv/Δt = (v f –v i )/(t f -t i ) Notice how this form looks similar to that of.
Science Starter! Complete the worksheet “Science Starter!” (on teacher’s desk).
2 Motion in One Dimension Displacement, velocity, speed Acceleration Motion with Constant Acceleration Integration Hk: 13, 27, 51, 59, 69, 81, 83, 103.
What is motion? Motion is the change in the position of an object. To describe the motion of an object we use terms like: Distance, displacement, speed,
Velocity And Acceleration Velocity: Velocity: Both speed and direction of an object V=d/t. Acceleration: Acceleration: The rate at which velocity changes.
Velocity - time graph 1. The velocity – time graph shows the motion of a particle for one minute. Calculate each of the following. (a) The acceleration.
Graphing Motion, Speed and Velocity. Graphs of Motion A Distance vs. time graph that is a straight line always means the object moves the same.
STARTER During a road trip, in 6 hours you travel 300 miles. What is your average velocity? Average Velocity = distance travelled/time taken = 300 miles/6.
Acceleration. How will the box move? 16 N8 N Key Variable - New Acceleration –the rate of change in velocity. Measured – indirectly using velocity, distance.
1. Use the following points from a graph to determine the slope. (2,15), (8, 45) 2. What does it mean for a line to be linear? 3. On a distance/time graph,
QUANTITATIVE GRAPHS Reel Physics Task 3 Rewrite It!
Motion Review. What is the difference between an independent and dependent variable?
Section 2.4 Graphs of Motion. Why Use Graphs? Show relationships between distance, velocity, acceleration, and time Visual and clear way of representing.
Motion Graphs, kinematics - 2
Graphing motion.
Motion Graphs Let’s go over the basics.. Acceleration vs. time graphs (a vs. t) These graphs are boring, and will only have a straight line above the.
3.2 Notes - Acceleration Part A. Objectives  Describe how acceleration, time and velocity are related.  Explain how positive and negative acceleration.
l The study of HOW objects move: è Graphs è Equations è Motion maps è Verbal descriptions Kinematics-1.
Linear Motion with Constant Acceleration. Effects of acceleration Object ’ s speed changes every second, therefore the distance covered each second is.
Graphing Motion. Graphing Data Independent axis: the x-axis- horizontal Dependent axis: the y-axis- vertical The y values depend on the x values.
Motion Quiz. 1. The slope of a position (distance) vs time graph equals what quantity of the motion?
Motion graphs Position (displacement) vs. time Distance vs. time
Velocity and Speed Graphically
To introduce Kinematics
Speed vs. Velocity.
Mechanics 1 : Kinematics
Position-Time and Velocity-Time Graphs
Motion Graphs Position-Time (also called Distance-Time or Displacement-Time) d t At rest.
Graphical Analysis Of Motion
Describing Motion The graphs… Game.
To introduce Kinematics
Non-Constant Velocity
Today we will: Use different acceleration equations to solve for displacement, final velocity, initial velocity, and time. Begin review for test.
Distance-time graphs Segment "A" of the graph shows the vehicle covering 35km distance at a steady rate. What is happening in the other segments? Segment.
Graphing Motion Time (s) Distance (cm)
Distance vs. Time Graphs
Consider a car moving with a constant, rightward (+) velocity - say of +10 m/s. If the position-time data for such a car were.
What is Motion?.
3.2 Motion With Constant Acceleration
Graphing Motion Walk Around
Kinematics Formulae & Problems Day #1
Describing Motion Motion occurs as an object changes position.
MOTION IN A STRAIGHT LINE GRAPHICALLY
Graphs of Motion G10 Review.
Motion.
Speed, Velocity, and Acceleration
Understanding Motion Graphs
MOTION IN A STRAIGHT LINE GRAPHICALLY
Velocity-time graphs In this section you will
The Kinematics Equations
CH. 2 Notes Abbreviated.
MOTION IN A STRAIGHT LINE GRAPHICALLY
**Put your x-t practice on your desk** Bell Work: Position Time Graphs
Motion Section 3 Acceleration
Chapter 4, Section 3 Acceleration.
Chapter 1 Motion.
Graphing Motion Time (s) Distance (cm)
Distance-Time graph.
Velocity-Time Graphs for Acceleration
Position-Time and Velocity-Time Graphs
Velocity vs Time Graphs
Physical Science: Chapter 11 Section 2
Motion in One Dimension (Position vs. Time) Chapter 5.1
Presentation transcript:

Displacement vs. Time Graphs The slope of a displacement/time graph gives velocity.

Look at the cars – what do you notice about their movement?

Velocity vs Time graphs Acceleration is the gradient of a velocity vs time graph. The displacement (distance travelled) is the area between the line (or curve) and the time axis. Velocity

Analyse the object’s motion (d, v & a) in three sections: A, B, & C.

Discuss what the graphs are telling you about the relative movements of the cars? Link this to the motion recorder shown behind the cars.

Discuss what the graphs are telling you about the movement of the ball?

? ? Graphing position(x), velocity(v), and acceleration(a) Web Links: Graphing position, velocity & acceleration Constant position, velocity & acceleration Examples: Ex 1) t x a v 2m ? Ex 2) t x a v 4m 2s ?

? Ex 3) Web Link: More graphing position,velocity,acceleration x t v 12 m/s 3 s “We know the shape of x(t), but how do we find the final position x here? Well, we need the constant acceleration equations…. -> “ Web Link: More graphing position,velocity,acceleration

Cow on skates applet