Do Now: Distinguish between distance and displacement.

Slides:



Advertisements
Similar presentations
Speed vs. Velocity.
Advertisements

Motion in One Dimension
Chapter 2: Motion in One Dimension
Physics Ch. 3 Position, Speed, and Velocity
Uniform Motion. 1) Uniform (rectilinear) motion a) Constant Speed b) straight line c) same direction 2) Speed a) Distance covered in a period of time.
Motion in One DimensionSection 1 Preview Section 1 Displacement and VelocityDisplacement and Velocity Section 2 AccelerationAcceleration Section 3 Falling.
Motion in One Dimension Kinematics. Distance vs. Displacement Distance – how far you’ve traveled Scalar quantity - 20 m Displacement – shortest distance.
Motion in One DimensionSection 1 Distance The actual path length traveled by an object in motion A scalar quantity Positive values only.
Mechanics - Kinematics
MOTION IN ONE-DIRECTION: DISPLACEMENT, VELOCITY, & ACCELERATION PHYSICS.
Physics Honors Lecture A & B Days 08/31/15 & 09/1/15 Motion in 1D.
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,
Do Now: Distinguish between distance and displacement. Which directions are positive? Which directions are negative?
Relationship between time, displacement, velocity, acceleration. Kinematic.
Uniform Motion.
Chapter 2. Motion in One Dimension. Terminology Mechanics Mechanics : Study of objects in motion. Kinematics :HOW Kinematics : Description of HOW objects.
The Language of Motion. Vectors versus Scalars Scalars: Include magnitude but not direction – Eg. 100km/h (which way?) Vectors:
Physics Chapter 2 Representing Motion.
Warm up Problem A bus travels 280 km south along a straight path with an average velocity of 24.4 m/s to the south. The bus stops for 24 min, then it travels.
Physics Section 2.1 Describe motion in terms of frames of reference, displacement and graphs An object that changes its position is said to have a displacement.
Motion Speed. Motion  Motion: A change in position Depends on reference point Is the mom moving relative to the dad? Is the mom moving if you were on.
Kinematics – the study of the motion of objects without consideration to mass or the forces acting upon objects.
READ PAGES Physics Homework. Terms used to describe Physical Quantities Scalar quantities are numbers without any direction Vector quantities that.
Motion, Speed, & Velocity. Motion Motion is a change in position (relative to a reference point) *reference point- stationary (still) object.
B1.1 – 1.3 Average speed and average velocity Chapter B1.
Kinematics The study of motion in One Dimension
Describing Motion.
Chapter 2-2 Acceleration.
One-Dimensional Constant Motion
Day 2 UNIT 1 Motion Graphs x t Lyzinski Physics.
Physics Section 2.1 Describe motion in terms of frames of reference, displacement and graphs A frame of reference is a system for specifying the precise.
Chapter 2 Velocity and Speed
Distance vs. Displacement Speed vs. Velocity
Chapter 2 Velocity and Speed
LINEAR MOTION CHAPTER 2.
Motion In One Dimension
Motion Chapter 11.
Speed & Velocity.
MOTION.
Lesson 2.1 Displacement and Velocity
Notes Section DISPLACEMENT AND VELOCITY
8.1 The Language of Motion Some common words used to describe motion include: Distance Time Speed Position How would you describe the motion of the soccer.
Analyzing Displacement, Velocity and Vector Directions
Chapter 2 Motion in one Dimension
Position, Speed, and Velocity Ch. 4 Physical Science
Reviewing Main Ideas Describing Motion
Section 1 Displacement and Velocity
Motion in 1D, Vectors and Velocity
Motion in One Dimension
Velocity and Acceleration
Kinematics Formulae & Problems Day #1
Chapter 2 Table of Contents Section 1 Displacement and Velocity
Average vs.Instantaneous Velocity
Motion.
Section 1 Displacement and Velocity
Gold: Important concept. Very likely to appear on an assessment.
II. Describing Motion Motion Speed & Velocity Acceleration
SCI 10 Physics Speed and Velocity.
Vocabulary average speed constant speed coordinates coordinate system
Kinematics-Part II Kinematics-Part I Velocity: Position: Acceleration:
Kinematics The study of motion in One Dimension
Motion, Speed, & Velocity
Inv 3.1 Position, Speed, and Velocity
Speed, Velocity and Acceleration
Motion in One Dimension
Motion in One Dimension
Position, Speed and Velocity
One-Dimensional Kinematics
Motion, Speed, and Velocity
Introduction to One-Dimensional Motion
Presentation transcript:

Do Now: Distinguish between distance and displacement. Which directions are positive? Which directions are negative?

Kinematics = study of motion How many dimensions do we live in? 4.

Are you in motion right now? Explain. What is motion? Define it! How do you know something is moving? Need frame of reference – backdrop.

Objects In Motion change position in space, along x, y, z relative to reference frame. Symbol for change D. Means subtract: Dx = xf - xi.

Simplest form of motion is 1 dimensional or 1-d. Straight line motion .

Speed & Velocity Measures rate of change in position.

Spark timer.

Speed & Velocity Scalar & Vector Speed rate an object covers distance – scalar (v) Velocity – rate of an object’s displacement - includes direction. (v)

Average Speed & Velocity Speed = total distance/time SCALAR. No direction indicated. speed = d tot /t tot. Velocity = displacement/time VECTOR. Includes direction. v = Dx/t, v= Ds/t v = d tot /t tot. Vel direction/sign = displacement.

1. A boy rides his bike to the store at an average speed of 18 km/h 1. A boy rides his bike to the store at an average speed of 18 km/h. If the trip takes 30 minutes, what distance has he ridden. Rearrange - isolate unknown. d = vt Plug in w units d = (18 km/h)(0.5 h) Show cancellations Solve w units. d = 9 km List v = 18 km/h t = 30 min t = 0.5 h d = ? Equation: v = d/t

2. A car travels 200 km north in 1 2. A car travels 200 km north in 1.8 hours, turns and drives 350 km south in 2.6 hours. Calculate the average: a. Speed (km/h) b. Velocity (km/h) speed = 125 km/h Velocity = - 34 km/h 34 km/h south

3. A bus travels 55 km west in 0.25 hours, stops for 30 minutes, turns and travels 145 km east. The eastward trip takes 2 hours. Calculate the average: a. Speed b. Velocity Speed = 72.7 km/h Velocity = -1.3 km/h or km/h west

Equations are for average not instantaneous velocity. Only if object travels at constant velocity, average = instantaneous.

Read text pg 40 - 42 Do Wksht “Introduction to Motion”

Take out Homework Jot down the answer in you notes. What is the acceleration of a turtle moving east at 0.25 m/s. A car driving west at 20 m/s slows to a stop. What is the sign of the acceleration? If a car is moving to the east, can its acceleration be west? Explain and give an example.

Graphs of Motion Position/Distance/Displacement – time Constant v Graphs of Motion Position/Distance/Displacement – time Constant v. What is the difference btw the 2 Starting point

Uniform/ constant velocity v = slope. Calculate the velocity.

Slope = 0

Constant vs. Changing speed

Displacement has direction includes neg quadrant.

Describe what is going on

Many objects in motion

Uniform/Constant Acceleration Instantaneous velocity = slope of tangent.

Hwk Text Rd p 45 – 46. Do pg 69 #1 - 5, #10, #14.