By Colby Townsend, Brittany McGuire, & Emily Shelton - 2011.

Slides:



Advertisements
Similar presentations
Motion.
Advertisements

Objectives Describe motion in terms of frame of reference, displacement, time, and velocity. Calculate the displacement of an object traveling at a known.
Acceleration is the rate of change In velocity.
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.
Journal #12 / If the trend continues, where would the object be at 10 seconds?
Chapter 2 Motion in One Dimension
Speed and Acceleration
Chapter Acceleration  How do you know when velocity is changing? What do you experience?  Particle-models can represent velocity Evenly spaced.
Motion with Constant Acceleration
Chapter 2 – MOTION IN ONE DIMENSION
Acceleration. Changing Motion Objects with changing velocities cover different distances in equal time intervals.
Chapter 2 Motion in One Dimension Key Objectives  Define Motion in One Dimension  Differentiate Distance v Displacement  Compare Velocity v Speed.
Motion, Forces, and Energy Chapter 1: Motion and Momentum.
One Dimensional Motion
Coach Kelsoe Physics Pages 48–59
Acceleration Chapter 2 Section 2.
You need: Binder For Notes.  Describe motion in terms of frame of reference, displacement, time interval and velocity.  Calculate displacement, average.
Science 10 Motion.
Chapter 11: Motion.
SPEED and VELOCITY Speed is how far an object travels in a given time period. Speed is how far an object travels in a given time period. S= d/tS= d/t Speed.
Physics 521 Section 2.4 and Chapter 3.  Acceleration is the rate at which the velocity of an object changes.  When the velocity changes ( ) during some.
Motion in a Straight Line
Acceleration.
Speed vs.Velocity Speed (s) is the distance an object travels per unit of time (rate). Speed (s) is the distance an object travels per unit of time (rate).
Chapter 2 One Dimensional Kinematics
Motion In One Dimension by: Heather Britton. Motion In One Dimension Kinematics - the study of how objects move Frame of reference - what you are comparing.
Physics Chp 2. Displacement – is the difference between the intitial position and the final position. It does not matter how far you really went. ex.
Science 10 Motion. Units A unit is added to every measurement to describe the measurement. Ex. –100 cm describes a measured length. –65 L describes a.
Section 2 Acceleration.  Students will learned about  Describing acceleration  Apply kinematic equations to calculate distance, time, or velocity under.
Day 10, Wednesday, 9 September, 2015 Chapters 1 & 2 wrap up Test on Friday Equations of Motion.
Kinematics in Two Dimensions AP Physics 1. Cartesian Coordinates When we describe motion, we commonly use the Cartesian plane in order to identify an.
Chapter 2 Motion in One Dimension Key Objectives Define Motion in One Dimension Differentiate Distance v Displacement Compare Velocity v Speed Calculate.
Physics – Chapter 2, Section 2 St. Augustine Preparatory School August 24, 2015.
Velocity and Speed. Mechanics Branch of physics that studies motion Two parts Kinematics – describes motion Dynamics – tells why motion occurs.
Acceleration is the rate of change In velocity.
Acceleration. Acceleration Measures Changes in Velocity The quantity that describes the rate of change of velocity in a given time interval is called.
P. Sci. Chapter 11 Motion & Forces. Motion when something changes position.
Section 1Motion Bellringer, continued 1. For each of the devices above, indicate whether it measures distance, time, or speed. 2. For each of the devices.
Physics CHAPTER TWO Motion in One Dimension Teacher: Luiz Izola.
Chapter 2. Motion in One Dimension. Terminology Mechanics Mechanics : Study of objects in motion. Kinematics :HOW Kinematics : Description of HOW objects.
SPEED AND ACCELERATION. MOTION  Motion occurs when an object changes position relative to a reference point  You do not need to see an object in motion.
Kinematics Motion Graphs. 1. Displacement – Time graphs a = uniform positive velocity b = c = d = Displacement Time a b c d a = uniform positive velocity.
Chapter 2 Section 2:1 Page 39. Chapter 2 One Dimensional Motion To simplify the concept of motion, we will first consider motion that takes place in one.
By Molly McGuire and Susan Kim. Scientific Notation/ Significant Figures SI Units Unit Conversion ExponentsVocab Rehab Chapter Two Vocabulary
Chapter 2 Motion in One Dimension Section 1 Displacement and Velocity.
3.1 Acceleration Essential Questions: 1. What is acceleration? 2. How is acceleration different from velocity? 3. What information can you learn from velocity-time.
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.
Constant, Average and Instantaneous Velocity Physics 11.
Chapter 2 Motion and Speed
Chapter 11: Motion Section 11.3 Acceleration.
Chapter 2 Motion in One Dimension. Dynamics Dynamics: branch of physics describing the motion of an object and the relationship between that motion and.
1 Physics Chapter 2 Motion in One Dimension Topics:Displacement & Velocity Acceleration Falling Objects.
Chapter 2 Velocity and Speed
Chapter 2 Velocity and Speed
Kinematics Motion Graphs.
THIS IS Jeopardy. THIS IS Jeopardy With Your Host... Mr. Mortimer.
Accelerated Motion Chapter 3.
Chapter 2 - Motion.
What is Motion?.
Chapter 2: Motion Section 1: Describing Motion
Review Section 2.1 Frame of Reference: Refers to the viewpoint of the problem and con not be changed. Displacement = Δx = Xf - Xi Average Velocity = Δx.
Chapter 2 Motion in one Dimension
Graphing Motion Walk Around
Chapter 9 Section 2 Speed and Velocity.
Chapter 1-Lesson 1 Position and Motion Vocabulary
Quiz/Question of the Day
Motion Vocabulary.
Distance, Displacement & Speed
Motion in One Dimension
Presentation transcript:

By Colby Townsend, Brittany McGuire, & Emily Shelton

Scientific Notation/ Significant Figures SI Units and Prefixes Chapter Two Vocabulary Which Formula? Graphs, Graphs, and more Graphs English To Math Final Jeopardy

For 100 points Place this number into scientific notation: km

What is 3.69 x 10 5 km?

For 200 points State how many significant figures this number has and expand it out of scientific notation: x 10 6 km

What is 4 significant figures & km?

For 300 points When changing a number into scientific notation, you must move the decimal place to create a number between what.

What is a number between 1-10?

Its purpose is to indicate precision. For 400 points

What is of Significant Figures?

Solve this problem with the appropriate significant figures: 1500 x 3.6 ? For 500 points

What is 5.4 x 10 3 ?

cd is the symbol for what base unit. For 100 points

What is candela?

The only SI base unit with a prefix. For 200 points

What is kilogram ?

For 300 points MATTELL is an acronym for this.

What is Mass, Amount, Temperature, Time, Electricity, Length, and Luminosity?

Fill in the following: deci centi-____ milli-____ micro-____ nano-____ For 400 points

What is: deci centi milli micro nano-10 -9

For 500 points Identify the number significant figures for all of the following: 1) ) ) 7.09 x ) 91,600 5)

What is: 1. 5 significant figures 2. 3 significant figures 3. 3 significant figures 4. 3 significant figures 5. 4 significant figures

For 100 points Velocity is what?

What is the slope of position vs. time? Man that’s Hot!

For 200 points Acceleration is what and expressed in what units.

What is the slope of velocity vs. time and m/s 2 ?

Define free fall. For 300 points

What is the motion of an object falling with a constant acceleration?

Define average velocity and how is it calculated. For 400 points

What is the total displacement divided by the time interval during which the displacement occurred and by adding two velocities' and dividing them by two.

Define instantaneous velocity. For 500 points

What is the velocity of an object at some instant and found by the slope of the tangent line?

Write the displacement formula. For 100 points

What is Δ x = x f -x i ?

Write the formula for velocity. For 200 points

What is Δx Δt V = ?

Brittany is walking through the mall and comes to a stop as she notices a pink jacket. She travels 3m in 2 s. What is her velocity? For 300 points

What is 3m/2s = 1.5 m/s?

Emily decided she wanted a cookie, so she jumped into her car and traveled 4m every 3 s. It took her 20 seconds to get to the store. Find her acceleration. For 400 points

What is 1/15 m/s 2 ?

State the two formulas you must memorize. For 500 points

What is Δx = v i Δt + ½aΔt 2 & V f 2 = V i 2 + 2aΔx

For 100 points What this graph shows: Y X Y= position X= time

What is an object at rest?

For 200 points What this graph shows: Y X Y= position (m) X= time (s)

What is Instantaneous Velocity?

For 300 points Sketch a graph of a donkey that is speeding up at a uniform rate of acceleration while moving in a negative direction.

What is: Y X Y= velocity (m/s) X= time (s)

For 400 points The type of motion studied during Chapter 2.

What is 1-D?

For 500 points Sketch a graph of a Sea-Doo that is moving with a constant positive velocity.

What is: Y X Y= displacement (m) X= time (s)

For 100 points Write HOW FAR in a math sentence for this jogger.

What is Δx =? ?

For 200 points Write INITIAL VELOCITY in a math sentence with the scenario of a kangaroo hopping from rest.

What is v i = 0 m/s?

For 300 points Write FINAL VELOCITY in a math sentence with the scenario of a bus coming to a stop at a cross walk.

What is v f = 0 m/s?

For 400 points Write HOW LONG in a math sentence.

What is Δt = ?

For 500 points Write Δv = 0 m/s, in an English sentence.

What is constant velocity?

A tiger starting from rest accelerates at 3.0 m/s 2 for 5 seconds. Find its final velocity.

What is 15 m/s?