Language of Motion.

Slides:



Advertisements
Similar presentations
PHYSICAL SCIENCE MOTION
Advertisements

Chapter 2: Kinematics in one Dimension
Motion: 8.2 THURSDAY APRIL 17 th Cheetah clip (c) McGraw Hill Ryerson 2007.
Speed vs. 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.
8.1 The Language of Motion Some common words used to describe motion include: Some common words used to describe motion include: –Distance –Time –Speed.
8.1 The language of motion.
(c) McGraw Hill Ryerson Average Velocity Speed ( ) is the distance an object travels during a given time interval divided by the time interval.
Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words –Speed is a scalar quantity (no direction). These.
UNIT #3 – CHAPTER #8.2 – AVERAGE VELOCITY. Objectives  Be able to calculate average velocity, displacement, and time interval for an object in uniform.
(c) McGraw Hill Ryerson The Language of Motion Many words are used when describing motion. Many of these words have specific meanings in science.
Linear Motion Review. 1.Speed is a ____ quantity. A.) vector B.) scalar C.) additive D.) subtractive.
Ch 2 Velocity ~Motion in One Dimension~. Scalar versus Vector Scalar – quantity that only has magnitude –In the previous slide, which is the scalar? Vector.
DESCRIBING MOTION. TERMINOLOGY TO KNOW Scalar – Measurement with magnitude but no direction. Magnitude refers to the size of a measurement or the amount.
Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words –Speed is a scalar quantity (no direction). These.
Ch 2 Velocity ~Motion in One Dimension~. Scalar versus Vector Scalar – quantity that only has magnitude Vector – quantity that has magnitude and direction.
Uniform Motion.
Velocity is a vector quantity therefore must include direction.
Direction Makes a Difference Quantities that describe magnitude but DO NOT include direction are called scalar quantities or just scalars. (distance, speed,
Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words –Speed is a scalar quantity (no direction). These.
8.1 The Language of Motion Some common words used to describe motion include: Some common words used to describe motion include: –Distance –Time –Speed.
READ PAGES Physics Homework. Terms used to describe Physical Quantities Scalar quantities are numbers without any direction Vector quantities that.
(c) McGraw Hill Ryerson Average Velocity Pages 362 – 375 Words to Know:  average velocity  Speed  Velocity.
8.1 The Language of Motion Many words are used when describing motion. Many of these words have specific meanings in science. Some common words used to.
B1.2 Velocity.
Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words –Speed is a scalar quantity (no direction). These.
Ch. 8.2 Average Velocity Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words Speed is a scalar quantity.
Chapter 5: Investigating Motion
One-Dimensional Constant Motion
Ch. 8.2 Average Velocity Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words Speed is a scalar quantity.
Describing Motion in One Dimension
8.2 Average Velocity Science 10.
Unit 3: Motion Science 10.
Many words are used when describing motion.
8.2 Average Velocity.
Motion Chapter 11.
Describing Motion.
The Language of Motion Sally and John need to go to the store. Sally goes to the store 2 km away and comes straight home. John goes to the store 4 km away.
Motion Many words are used when describing motion.
Ch. 8.2 Average Velocity Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words Speed is a scalar quantity.
Velocity is a vector quantity and must include direction.
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.
Ch. 8.2 Average Velocity Speed ( ) is the distance an object travels divided by the time to travel that distance. In other words Speed is a scalar quantity.
Physics & Kinematics The study of an objects motion in terms of it’s change in position, velocity and rate of change.
Describing Motion Vocabulary Displacement Distance Position Scalars
Many words are used when describing motion.
Direction Makes a Difference
8.1 The Language of Motion Common words used to describe motion:
Motion Vocabulary.
8.2 Speed Vs Velocity Speed (v):
Speed is a scalar quantity because it has no direction.
LANGUAGE OF MOTION (c) McGraw Hill Ryerson 2007.
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.
Speed Speed (ν) is the distance an object travels during a given time interval divided by the time interval. Speed is a scalar quantity. The SI unit for.
3.1 The Language of Motion Magnitude refers to the size of a measurement or the amount you are counting. Quantities that are measured or counted always.
8.1 Motion Many words are used when describing motion.
Motion.
Average Velocity Unit 8.2.
Average Velocity.
B1.2 Velocity.
Velocity is a vector quantity and must include direction.
Physics & Kinematics The study of an objects motion in terms of it’s change in position, velocity and rate of change.
Ch. 8.2 Average Velocity Speed ( ) = the distance an object travels divided by the time to travel that distance. Speed is a scalar quantity (no direction).
8.2 Average Velocity: Calculating The rate and Direction of movement
Motion Graphs SCI 10 Physics.
8.2 Average Velocity.
Speed Velocity Acceleration
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.
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.
Position, Speed and Velocity
Presentation transcript:

Language of Motion

8.1 Direction Makes a Difference Two main types of quantities: Scalars: Describe magnitude (size of a measurement) but not direction. Example: Johnny skateboarded 7 meters, Johnny skateboarded for 5 seconds. Distance - describes the length between 2 locations Vectors: Describe magnitude and direction. Example: Johnny skateboard 7 m East Position - a specific point relative to a point of origin Time interval (change in time) The time interval to move from the fire hydrant to the sign is calculated by: final minus the initial

Displacement describes how much an object’s position has changed. A car leaves home and drives 10 km to the store then returns home, what is its distance and displacement? The car has driven a total distance of 20 km but its final displacement is 0 km. Displacement describes how much an object’s position has changed. If the car leaves home and drives 10 km east to the store, what is its displacement? = 10 km [E] - 0 = 10 km [E] = + 10 km When using vector quantities, opposite directions are given opposite signs.

What is the person’s displacement & distance travelled between 0s and 15s? d = 15 m + 10 m + 20 m = 45 m = 10 m [W] – 5 m [E] = - 10 m – (+5 m) = - 15 m = 15 m [W]

Think you got it? Try This… What is her initial position? What is the distance she travelled? What is the time interval? What is her displacement from hydrant? d= 9 m [E] d= + 9 m d = 14 m t = 10 sec Δ d = 5 m [W] Δ d = - 5 m

Can create a table as follows: When a body covers equal distances in equal intervals of time then the body is said to have uniform motion. Roll a ball across a floor… 1 s 2 s 3 s 4 s 5 s 0 m 20 cm 60 cm 100 cm Can create a table as follows: Uniform motion creates a straight line on a position-time graph TIME (s) POSITION (cm) 1 20 2 40 3 60 4 80 5 100 Objects in uniform motion do not speed up, slow down or change direction

Which direction is the object moving? Forward On a position-time graph, the slope is equal to the velocity: A positive slope means moving away from origin at a uniform speed Zero slope means the object’s average velocity is zero (i.e. the object isn’t moving!) A negative slope means that the object’s average velocity is moving in the negative direction (i.e. the object is moving backwards at a uniform speed) Which direction is the object moving? Since right is given as a positive value, then a negative slope indicates the object is travelling to the left.

8.2 Average Velocity On a position-time graph the average velocity is the slope of the line Average Velocity of ball???? the rise is the change in position ( ) divided by the run which is the change in time ( ). vav = 80 cm - 40 cm 4 s - 2 s = 40 cm 2 s = 20 cm/s

Comparing Velocity Who is running faster and by how much? va = 16 m - 12 m 4 s - 3 s = 4 m 1s = 4 m/s vb = 10 m - 8 m 6 s - 4 s = 2 m 2 s = 1 m/s va - vb = 4 m/s – 1 m/s = 3 m/s

Calculating Velocity Speed - is relationship between the distance of an object per unit of time (scalar quantity), e.g. 60 km/h Velocity is a relationship between the displacement (speed and direction) of an object per unit of time (vector quantity), e.g. 60 km/h [N] Displacement & relationship between velocity, and time is given by: Time & relationship between displacement and velocity is given by:

Calculating Velocity 1) A boat is at rest and travels 280 m east in a time of 120 s. What is the boat’s average velocity? Vav = ∆d/∆t = 280 m east / 120 s = 2.33 m/s east   2) A person, originally at the starting line, runs west at 6.5 m/s. What is the runner’s displacement after 12 s? ∆d = vav * ∆t = 6.5 m/s * 12 s = 78 m 3) A car is driving forward at 15 m/s. How long would it take this car to pass through an intersection that is 11 m long? ∆t = ∆d/vav = 11 m / 15 m/s = 0.733 s 4) A car is travel at 30 m/s east and slows down to 20 m/s east in 5 s. What is the cars average velocity over those 5 s? Average velocity = V1 + V2 = 30 m/s + 20 m/s = 25 m/s 2 5) You drive 500 km east in 5 hours and 300 km east in 3 hours. What is the car’s average velocity? (500 km + 300 Km ) / 8 hours = 100 km/h