Q3.1 A bicyclist starts at point P and travels 200 m east to point Q. She then follows a track in the shape of a half-circle that returns her to point.

Slides:



Advertisements
Similar presentations
Chapter 3–3: Projectile Motion
Advertisements

Q7.1 As a piece of fruit falls,
Q3.1 A bicyclist starts at point P and travels around a triangular path that takes her through points Q and R before returning to point P. What is the.
Chapter 3: Motion in 2 or 3 Dimensions
Halliday/Resnick/Walker Fundamentals of Physics 8th edition
Chapter 2 Motion in One Dimension 1. Speed 2. Displacement 3. Average and Instantaneous velocity 4. Acceleration 5. Motion Diagrams 6. 1D motion with constant.
10. Free fall Free fall acceleration: g=9.8m/s 2 Using general equations: Substitute: To derive the following equations: 1.
1© Manhattan Press (H.K.) Ltd. Monkey and hunter experiment Body projected horizontally under gravity Body projected horizontally under gravity Body projected.
1 Monkey and hunter experiment Body projected horizontally under gravity Body projected horizontally under gravity Body projected at an angle under gravity.
Homework #5 – due Friday, 10/7
PHY205 Ch2: 2D Kinematics 1.Recall main points: position, displacement, velocity and acceleration (geometrically and algebraically) 2.Discuss Pre-lecture.
General Physics 1, additional questions, By/ T.A. Eleyan
Page 24 #10 If the stone had been kicked harder, the time it took to fall would be unchanged.
Describing Motion: Velocity & Acceleration
Copyright © 2009 Pearson Education, Inc. PHY093 – Lecture 2b Motion with Constant Acceleration 2 Dimensions 1.
5.6 Projectiles Launched at an Angle
Cutnell/Johnson Physics 8th edition Reading Quiz Questions
T v vivi Ex. An object moves in ________________ with an ____________________ and an ____________________. (When graphing v vs. t, the area = _____________.)
SMDEP Physics Projectile Motion continued, Uniform circular motion, Centripetal acceleration.
Motion in 2-Dimensions. Projectile Motion A projectile is given an initial force and is then (assuming no air resistance) is only acted on by gravity.
Uniform Circular Motion
Projectile Motion Chapter 3 section 3.
Projectile Motion Review.
Lecture 4: More kinematics. Displacement and change in displacement Position vector points from the origin to a location. The displacement vector points.
Projectile Motion Projectile motion: a combination of horizontal motion with constant horizontal velocity and vertical motion with a constant downward.
Two-dimensional motion
Section 17.2 Position, Velocity, and Acceleration.
Motion. Some Motion Terms Distance & Displacement Velocity & Speed Acceleration Uniform motion Scalar.vs. vector.
Linear Motion Review. 1.Speed is a ____ quantity. A.) vector B.) scalar C.) additive D.) subtractive.
Physics 201, Lect. 6 Chapter 3: Motion in two- and three-dimensions Examples and application 10/23/2015Phys 201, Spring 2011.
One Dimensional Kinematics: Problem Solving Kinematics in Two-Dimensions: Law of Addition of Velocities Projectile Motion 8.01 W02D1.
PHY221 Ch2: 2D Kinematics 1.2D and displacement vector position, displacement (geometrically and components) 2.Addition and multiplcation 3.Derived vectors:
Projectiles Horizontal Projection Horizontally: Vertically: Vertical acceleration g  9.8 To investigate the motion of a projectile, its horizontal and.
Linear Motion Review.
Motion. Some Motion Terms Distance & Displacement Velocity & Speed Acceleration Uniform motion Scalar.vs. vector.
Lecture 5 Lecture 5 Projectile Motion.  Objects that are thrown or launched into the air and are subject to gravity are called projectiles.  Projectile.
Kinematics Kinematics – the study of how things move
TWO DIMENSIONAL AND VARIED MOTION Projectile Motion The Pendulum.
© Houghton Mifflin Harcourt Publishing Company Preview Objectives Projectiles Kinematic Equations for Projectiles Sample Problem Chapter 3 Section 3 Projectile.
Position, velocity, acceleration vectors
Chapter 4 MOTION IN TWO DIMENSIONS. Two dimensions One dimension Position O x M x x y M Path of particle O x y.
Projectile Motion Projectile motion: a combination of horizontal motion with constant horizontal velocity and vertical motion with a constant downward.
Physics 211 Lecture 2 Today's Concepts: a) Vectors b) Projectile motion c) Reference frames.
Cutnell/Johnson Physics 8th edition Reading Quiz Questions
Kinematics The study of how objects move. Where are You? We must start with a question.
Position and Displacement If we want to locate a point in space we can use a position vector that extends from a reference point to the location we are.
Physics 101: Lecture 27, Pg 1 Two Dimensional Dynamics Physics 101: Lecture 06 l Today’s lecture will cover Textbook Chapter 4.
Uniform Acceleration in One Dimension: Motion is along a straight line (horizontal, vertical or slanted).Motion is along a straight line (horizontal,
KINEMATICS and MOTION Kinematics is the description of how objects move. Motion is a change in position relative to a frame of reference. A frame of reference.
Physics Chapter 7 Forces and Motion in Two Dimensions.
Horizontal & Angular Launch. QOTD A circus clown is launched horizontally from a human cannon 20 m above the ground. 1) Once he is launched, what would.
A football is kicked into the air at an angle of 45 degrees with the horizontal. At the very top of the ball's path, its velocity is _______. a. entirely.
Chapter 3: LINEAR MOTION Page 7.
Vectors and projectiles
Q3.1 A bicyclist starts at point P and travels around a triangular path that takes her through points Q and R before returning to point P. What is the.
Physics-Unit 4-Motion in Two Dimensions
Two special unit vectors:
PHYSICS 197 Section 1 Chapter N9 Projectile Motion
1D Motion Time and How Far.
Physics 201, Lect. 6 Feb.4, 2010 Chapter 3: Motion in two- and three-dimensions Examples and application.
Lesson 3.3 Projectile Motion
Projectile Motion AP Physics C.
The height of the building
Fig. P4.65, p.108.
Which graph represents the motion of a ball rolling on a level friction free track? Which graph represents the motion of a ball rolling down a ramp?
Simple Harmonic Motion
REVIEW: Motion in 1D Review Questions Sep 26, 2011.
Motion in 2 Dimensions Chapter 7.
11.2 Vectors in the Plane.
In the previous chapter we studied simple straight-line motion—linear motion.
Presentation transcript:

Q3.1 A bicyclist starts at point P and travels 200 m east to point Q. She then follows a track in the shape of a half-circle that returns her to point P. What is the magnitude of her net displacement for the entire trip? 1. 400 m 2. 200(1 + p) m 3. 200[1 + (p/2)] m 4. 200[1 + (p/4)] m 5. zero

A3.1 A bicyclist starts at point P and travels 200 m east to point Q. She then follows a track in the shape of a half-circle that returns her to point P. What is the magnitude of her net displacement for the entire trip? 1. 400 m 2. 200(1 + p) m 3. 200[1 + (p/2)] m 4. 200[1 + (p/4)] m 5. zero

Q3.2 What is the direction of the object’s average acceleration vector for the time interval from t = 0 to t = t1? 1. up and to the left 2. up and to the right 3. down and to the left 4. down and to the right 5. none of the above

A3.2 What is the direction of the object’s average acceleration vector for the time interval from t = 0 to t = t1? 1. up and to the left 2. up and to the right 3. down and to the left 4. down and to the right 5. none of the above

Q3.3 The motion diagram shows an object moving along a curved path at constant speed. At which of the points A, C, and E does the object have zero acceleration? 1. point A only 2. point C only 3. point E only 4. points A and C only 5. points A, C, and E

A3.3 The motion diagram shows an object moving along a curved path at constant speed. At which of the points A, C, and E does the object have zero acceleration? 1. point A only 2. point C only 3. point E only 4. points A and C only 5. points A, C, and E

Q3.4 An object moves at a constant speed in a clockwise direction around an oval track. The geometrical center of the track is at point O. When the object is at point P, which arrow shows the direction of the object’s acceleration vector? 1. arrow #1 (directly away from point O) 2. arrow #2 (perpendicular to the track) 3. arrow #3 (in the direction of motion) 4. arrow #4 (directly toward point O) 5. arrow #5 (perpendicular to the track)

A3.4 An object moves at a constant speed in a clockwise direction around an oval track. The geometrical center of the track is at point O. When the object is at point P, which arrow shows the direction of the object’s acceleration vector? 1. arrow #1 (directly away from point O) 2. arrow #2 (perpendicular to the track) 3. arrow #3 (in the direction of motion) 4. arrow #4 (directly toward point O) 5. arrow #5 (perpendicular to the track)

Q3.5 A zoo keeper fires a tranquilizer dart directly at a monkey. The monkey lets go at the same instant that the dart leaves the gun barrel. The dart reaches a maximum height P before striking the monkey. Ignore air resistance. Where is the monkey when the dart is at P? 1. point #1 (higher than point P) 2. point #2 (at the same height as point P) 3. point #3 (lower than point P) 4. not enough information given to decide

A3.5 A zoo keeper fires a tranquilizer dart directly at a monkey. The monkey lets go at the same instant that the dart leaves the gun barrel. The dart reaches a maximum height P before striking the monkey. Ignore air resistance. Where is the monkey when the dart is at P? 1. point #1 (higher than point P) 2. point #2 (at the same height as point P) 3. point #3 (lower than point P) 4. not enough information given to decide

Q3.6 A pendulum swings back and forth, reaching a maximum angle of 45° from the vertical. Which arrow shows the direction of the pendulum bob’s acceleration at Q (the low point of the motion)? 1. arrow #1 (to the left) 2. arrow #2 (straight up) 3. arrow #3 (to the right) 4. arrow #4 (straight down) 5. either arrow #1 or arrow #3, depending on the direction the bob is moving

A3.6 A pendulum swings back and forth, reaching a maximum angle of 45° from the vertical. Which arrow shows the direction of the pendulum bob’s acceleration at Q (the low point of the motion)? 1. arrow #1 (to the left) 2. arrow #2 (straight up) 3. arrow #3 (to the right) 4. arrow #4 (straight down) 5. either arrow #1 or arrow #3, depending on the direction the bob is moving

Q3.7 A pendulum swings back and forth, reaching a maximum angle of 45° from the vertical. Which arrow shows the direction of the pendulum bob’s acceleration at P (the far left point of the motion)? 1. arrow #1 (up and to the left at 45°) 2. arrow #2 (up and to the right at 45°) 3. arrow #3 (down and to the right at 45°) 4. arrow #4 (straight down) 5. arrow #5 (down and to the left at 45°)

A3.7 A pendulum swings back and forth, reaching a maximum angle of 45° from the vertical. Which arrow shows the direction of the pendulum bob’s acceleration at P (the far left point of the motion)? 1. arrow #1 (up and to the left at 45°) 2. arrow #2 (up and to the right at 45°) 3. arrow #3 (down and to the right at 45°) 4. arrow #4 (straight down) 5. arrow #5 (down and to the left at 45°)