The Magic School Bus. December 1, Andy Phillips Shannon Kelly Matt Stout Raymond Poon. Team Number 7 EF C2

Size: px
Start display at page:

Download "The Magic School Bus. December 1, Andy Phillips Shannon Kelly Matt Stout Raymond Poon. Team Number 7 EF C2"

Transcription

1 The Magic School Bus December 1, 009 Andy Phillips Shannon Kelly Matt Stout Raymond Poon Team Number 7 EF C 1 Page

2 Objective The objective of our project was to build a Rube Goldberg device that would display a banner of The University of Tennessee by using multiple properties of physics. Rube Goldberg machines came from an American cartoonist, engineer and inventor, Reuben Lucius Luc Goldberg. He was most commonly recognized for a popular series of cartoons he created that showed complex devices that performed simple tasks in indirect and complicated ways. For our project, this his device had to include at least four concepts we went over over in EF 151 this semester and it had to go through at least five steps in under two minutes. Description of our device Our project begins with a group pulling out a pin that starts a marble down a track. As the marble goes down the first track, it falls fal off onto the second track that goes in the opposite direction. When the marble goes to the end of the track, it falls into a tube and flies into a funnel. Then it spins around the funnel and goes down the second tube. After the ball falls through the funnel, it falls through a series of tubes and lands onto a mousetrap. This mousetrap then pulls a string which is attached ed to the nail. As A the mousetrap snaps, it pulls the string downwards which causes the nail to fall. Above the nail there is a bus which hich starts to roll as the nail is pulled from underneath. After the bus rolls Page

3 off the track, it falls into a bucket and falls to the ground. The bucket is also connected to a pulley, so as the car s weight pushes the bucket downward, the other side of the pullet raises our flag. To set off the group behind us, we used a mouse trap which pulled a string that was connected to their device. The mouse trap would trigger when the car fell into the bucket and fell to the ground, landing on it. Description of Design Process First we looked at our sketch and realized that it was too problematical and difficult to accomplish, so we restarted and brain stormed. We determined that it was a smarter idea to make a simpler device that worked one hundred percent of the time rather than a complex device that only worked fifty to seventy five percent of the time. Then we decided on the current plan. During the process, we cut the wood into dimensions so that we could start at the highest point. As we began to construct, we decided to work step by step making sure it worked and corrected it if it failed before we moved on the next step using trial and error. As we were building, we constructed the design to start from the highest point of the device. It started with linear movement going down the two ramps with the marble and going through the first tube. The marble increases its speed as it travels downward through the tube and projects itself into the funnel after the tube ends using projectile motion. The marble spins around in the funnel, increasing its RMP s as the radius decreases, but velocity remains the same even though it looks like it spins faster. In the funnel the marble has angular momentum. The marble travels through the second set of tubes continuing to have linear momentum and then landing on the mouse trap. 3 P a g e

4 The mousetrap has torque which pulls the nail out from the bus and releases it, causing it to start moving down the declined ramp into the bucket. Results of Testing Our results from our presentation went hand in hand with the results from when we tested it. We always managed to either raise our flag or set off the group behind us. We decided early on that it was more important for our machine to work than to be really complex and come with risks our failure. Try 1 Try Try 3 Average Time (sec) Success (100% or 0%) 100% 100% 100% 100% Budget We were given a budget of twenty dollars to create our Rube Goldberg device. We decided to use most materials that we already had from our homes to save the cost of the project. Item Cost Pieces of plywood $ Paint sticks $0.00 Plastic tube $0.00 Piece PCP pipe funnel $0.00 Painter s tape $0.00 Aluminum tape $0.00 Pulleys $1.9 each 4 P a g e

5 Packs of brackets $1.75 each McDonalds cups $0.00 Nails/screws $0.00 Marble $0.5 Mousetrap $1.49 Metal wire $0.00 Funnel $.19 School Bus $1.00 Flag $0.00 Wood sticks $0.00 Chip clip $0.00 String $0.00 Liquid nails $0.00 Total: $11.01 *all costs of $0.00 are because we already had items available 5 P a g e

6 Calculations Find Acceleration of s 1= 0 t=1 sec in s = 3in v 1= 0 find a = 6 sec s = s + v t a t Find the speed of the projectile motion As we looked for the speed of the ball as it is projected, the speed of the ball before it was projected needs to be found. This is found by the Conservation of Energy equation since energy is conserved as it falls through the tube. mgh + mv0 + k x 0 + Win = mghf + mv + k x f + E f After that you would use the projectile motion equation using the angle of jump, and the positions of the ball as it jumps. y y 0 = ( x x0 ) tanθ (1 + tan θ )( x x 0 ) v0 for v, using 10 degrees as the angle, and for the initial x and y would be at (0,0) g As you solve loss 6 P a g e

7 Conclusion Teamwork was a key factor in getting this project done right and on time. Each group member had to contribute a little of their the time, effort, and knowledge to the team if we were to get things done efficiently. Thankfully we never had a problem with one person not being there on time or showing up. Everyone veryone contributed in our group which made things fun compared to frustrating if you were the only one working. working We learned that in engineering a lot of the project consists of trial and error and you must learn from your mistakes. If one design didn t work, we would correct it and attempt it another time. References We used notes and equations provided to us from lectures lectures.. We also worked together and combined all our knowledge to create this paper. 7 Page

NowGeen. Ridley Shetler, Sarah Martin and Chad Dorais. Engineering 151 s final project is to create a functioning Rube-Goldberg device that will

NowGeen. Ridley Shetler, Sarah Martin and Chad Dorais. Engineering 151 s final project is to create a functioning Rube-Goldberg device that will EF 151 Project 1 NowGeen Ridley Shetler, Sarah Martin and Chad Dorais Engineering 151 s final project is to create a functioning Rube-Goldberg device that will stamp anywhere on an eight by five sheet

More information

The Light Bulb! 4/26/09. By: Heather Boynce, Chanci King, and Austin Graham. Heather: Power Point and Calculations. Chanci: Design and Calculations

The Light Bulb! 4/26/09. By: Heather Boynce, Chanci King, and Austin Graham. Heather: Power Point and Calculations. Chanci: Design and Calculations The Light Bulb! 4/26/09 By: Heather Boynce, Chanci King, and Austin Graham Heather: Power Point and Calculations Chanci: Design and Calculations Austin: Construction and Testing We all approve of the report

More information

Rube-Goldberg Device. Team #1; A1, 4/28/10. Matt Burr, Kayla Stone, Blake Hanson, Alex Denton

Rube-Goldberg Device. Team #1; A1, 4/28/10. Matt Burr, Kayla Stone, Blake Hanson, Alex Denton Rube-Goldberg Device Team #1; A1, 4/28/10 Matt Burr, Kayla Stone, Blake Hanson, Alex Denton Introduction The main goal of our team when creating the Rube Goldberg machine was to construct an inefficient

More information

Rube Goldberg EF 151 Project

Rube Goldberg EF 151 Project 4/26/2010 Team Number 7 Class B1 Rube Goldberg EF 151 Project John Shin Matt Dischner Jacob Price Rob Baldus Abstract: What we are trying to accomplish with our Rube Goldberg device is the ability for

More information

Project : Pheonix. Mathew Menachery, Clement Oigbokie, Courtney Seals, and Brandon Shaver

Project : Pheonix. Mathew Menachery, Clement Oigbokie, Courtney Seals, and Brandon Shaver Project : Pheonix Mathew Menachery, Clement Oigbokie, Courtney Seals, and Brandon Shaver April 27, 2009 I. Abstract The purpose of this lab is to construct a Rube Goldberg device, multifaceted process

More information

Styro-Geyser. April 26, Chris Dunn, Alex Lewis, John Mullen, Michael Swift

Styro-Geyser. April 26, Chris Dunn, Alex Lewis, John Mullen, Michael Swift Styro-Geyser April 26, 2009 Chris Dunn, Alex Lewis, John Mullen, Michael Swift Abstract ii The Styro-Geyser was an ingenious Rube Goldberg device built by Chris Dunn, Alex Lewis, John Mullen, and Michael

More information

Motion in Two Dimensions: Centripetal Acceleration

Motion in Two Dimensions: Centripetal Acceleration Motion in Two Dimensions: Centripetal Acceleration Name: Group Members: Date: TA s Name: Apparatus: Rotating platform, long string, liquid accelerometer, meter stick, masking tape, stopwatch Objectives:

More information

4.) A baseball that weighs 1.6 N leaves a bat with a speed of 40.0 m/s. Calculate the kinetic energy of the ball. 130 J

4.) A baseball that weighs 1.6 N leaves a bat with a speed of 40.0 m/s. Calculate the kinetic energy of the ball. 130 J AP Physics-B Energy And Its Conservation Introduction: Energy is a term that most of us take for granted and use quite freely. We assume we know what we are talking about when speaking of energy. In truth,

More information

Gravity: How fast do objects fall? Teacher Advanced Version (Grade Level: 8 12)

Gravity: How fast do objects fall? Teacher Advanced Version (Grade Level: 8 12) Gravity: How fast do objects fall? Teacher Advanced Version (Grade Level: 8 12) *** Experiment with Audacity and Excel to be sure you know how to do what s needed for the lab*** Kinematics is the study

More information

Electrostatics. Thomas Jefferson National Accelerator Facility - Office of Science Education

Electrostatics. Thomas Jefferson National Accelerator Facility - Office of Science Education Electrostatics Electrostatics What happens to Different objects when they are electrically charged? 1. In this experiment, a device called a Van de Graaff generator will be used to place extra electrons

More information

Remove this sheet AFTER the exam starts and place your name and section on the next page.

Remove this sheet AFTER the exam starts and place your name and section on the next page. EF 151 Final Exam, Spring, 2014 Page 1 of 10 Remove this sheet AFTER the exam starts and place your name and section on the next page. Instructions: Guidelines: Do not open the test until you are told

More information

Scoop-Doop-Alley-Oop. December 6, Steven Cohen. Riley Exum. Blake Vaughn

Scoop-Doop-Alley-Oop. December 6, Steven Cohen. Riley Exum. Blake Vaughn 1 Scoop-Doop-Alley-Oop December 6, 2008 Steven Cohen Riley Exum Blake Vaughn Each Team member contributed to this paper and approves the finished product. 2 Abstract This experiment was a final project

More information

Gravity: How fast do objects fall? Student Advanced Version

Gravity: How fast do objects fall? Student Advanced Version Gravity: How fast do objects fall? Student Advanced Version Kinematics is the study of how things move their position, velocity, and acceleration. Acceleration is always due to some force acting on an

More information

Gravity Pre-Lab 1. Why do you need an inclined plane to measure the effects due to gravity?

Gravity Pre-Lab 1. Why do you need an inclined plane to measure the effects due to gravity? Lab Exercise: Gravity (Report) Your Name & Your Lab Partner s Name Due Date Gravity Pre-Lab 1. Why do you need an inclined plane to measure the effects due to gravity? 2. What are several advantage of

More information

Bumper Cars. Question

Bumper Cars. Question Bumper Cars 1 You are riding on the edge of a spinning playground merry-goround. If you pull yourself to the center of the merry-go-round, what will happen to its rotation? A. It will spin faster. B. It

More information

In the previous two lessons we have explored similarities between linear and angular motion. We will continue making more comparisons.

In the previous two lessons we have explored similarities between linear and angular motion. We will continue making more comparisons. AP Physics 1 Lesson 17 Momentum and Collisions Rotational Kinetic Energy Conservation of mechanical Energy Student Performance Outcomes Use conservation of momentum principles to solve problems with angular

More information

Here Comes the Sun: Engineering Insulated Homes. Name:

Here Comes the Sun: Engineering Insulated Homes. Name: Engineering Notebook Here Comes the Sun: Engineering Insulated Homes Name: Prep Activity 1 Criteria and Constraints Woolly Mammoth Melt Your goal is to design an insulated transportation tank that will

More information

Physics 131: Lecture 21. Today s Agenda

Physics 131: Lecture 21. Today s Agenda Physics 131: Lecture 1 Today s Agenda Rotational dynamics Torque = I Angular Momentum Physics 01: Lecture 10, Pg 1 Newton s second law in rotation land Sum of the torques will equal the moment of inertia

More information

Physics 218 Lecture 23

Physics 218 Lecture 23 Physics 218 Lecture 23 Dr. David Toback Physics 218, Lecture XXIII 1 Checklist for Today Things due Monday Chapter 14 in WebCT Things that were due yesterday Chapter 15 problems as Recitation Prep Things

More information

Marble Roller Coaster

Marble Roller Coaster Marble Roller Coaster Topic Area(s) Cost Time Grade Level Supplies Gravity Potential/Kinetic energy Design Process Structures Friction $1.00/Child 30 min 6-12 Stopwatch or phone timer Scissors/utility

More information

Glancing Collisions and Conservation of Momentum

Glancing Collisions and Conservation of Momentum Bob Somers 12/16/04 Per. 4 Daniel Lau, Patrick Noland Glancing Collisions and Conservation of Momentum Purpose In this lab we set out to prove that momentum is conserved in the real world, even in glancing,

More information

Lab 4: Gauss Gun Conservation of Energy

Lab 4: Gauss Gun Conservation of Energy Lab 4: Gauss Gun Conservation of Energy Before coming to Lab Read the lab handout Complete the pre-lab assignment and hand in at the beginning of your lab section. The pre-lab is written into this weeks

More information

Introductory Energy & Motion Lab P4-1350

Introductory Energy & Motion Lab P4-1350 WWW.ARBORSCI.COM Introductory Energy & Motion Lab P4-1350 BACKGROUND: Students love to get to work fast, rather than spending lab time setting up and this complete motion lab lets them quickly get to the

More information

In physics, motion in circles is just as important as motion along lines, but there are all

In physics, motion in circles is just as important as motion along lines, but there are all Chapter 6 Round and Round: Circular Motion In This Chapter Converting angles Handling period and frequency Working with angular frequency Using angular acceleration In physics, motion in circles is just

More information

Honors Physics Review

Honors Physics Review Honors Physics Review Work, Power, & Energy (Chapter 5) o Free Body [Force] Diagrams Energy Work Kinetic energy Gravitational Potential Energy (using g = 9.81 m/s 2 ) Elastic Potential Energy Hooke s Law

More information

Lab 7. Newton s Third Law and Momentum

Lab 7. Newton s Third Law and Momentum Lab 7. Newton s Third Law and Momentum Goals To explore the behavior of forces acting between two objects when they touch one another or interact with one another by some other means, such as a light string.

More information

(A) 0 (B) mv (C) 2mv (D) 2mv sin θ (E) 2mv cos θ

(A) 0 (B) mv (C) 2mv (D) 2mv sin θ (E) 2mv cos θ Physics 1 Lesson 8 Forces and Momentum Homework Outcomes 1. Define linear momentum. 2. Determine the total linear momentum of a system. 3. Apply the Law of Conservation of Momentum to solve problems. 4.

More information

O Which force produces the greatest torque about the point O (marked by the blue dot)?

O Which force produces the greatest torque about the point O (marked by the blue dot)? Q10.1 The four forces shown all have the same magnitude: F 1 = F 2 = F 3 = F 4. F 1 F 3 O Which force produces the greatest torque about the point O (marked by the blue dot)? F 2 F 4 A. F 1 B. F 2 C. F

More information

Lecture 5. Dynamics. Forces: Newton s First and Second

Lecture 5. Dynamics. Forces: Newton s First and Second Lecture 5 Dynamics. Forces: Newton s First and Second What is a force? It s a pull or a push: F F Force is a quantitative description of the interaction between two physical bodies that causes them to

More information

Lab 5: Projectile Motion

Lab 5: Projectile Motion Concepts to explore Scalars vs. vectors Projectiles Parabolic trajectory As you learned in Lab 4, a quantity that conveys information about magnitude only is called a scalar. However, when a quantity,

More information

ΣE before ± W = ΣE after

ΣE before ± W = ΣE after The Law of Conservation of Energy The Law of Conservation of Energy states: Energy is never created nor destroyed just transformed into other forms of energy. OR ΣE before = ΣE after Yet if energy is added

More information

AP PHYSICS 1. Energy 2016 EDITION

AP PHYSICS 1. Energy 2016 EDITION AP PHYSICS 1 Energy 2016 EDITION Copyright 2016 National Math + Initiative, Dallas, Texas. All rights reserved. Visit us online at www.nms.org. 1 Pre-Assessment Questions Consider a system which could

More information

AP Physics 1 Summer Assignment

AP Physics 1 Summer Assignment Name: Email address (write legibly): AP Physics 1 Summer Assignment Packet 3 The assignments included here are to be brought to the first day of class to be submitted. They are: Problems from Conceptual

More information

PSI AP Physics I Work and Energy

PSI AP Physics I Work and Energy PSI AP Physics I Work and Energy Multiple-Choice questions 1. A driver in a 2000 kg Porsche wishes to pass a slow moving school bus on a 4 lane road. What is the average power in watts required to accelerate

More information

4 Conservation of Energy

4 Conservation of Energy CHAPTER 13 4 Conservation of Energy SECTION Work and Energy KEY IDEAS As you read this section, keep these questions in mind: How can energy change from one form to another? What is the law of conservation

More information

YPP December 2012: Angular Momentum Makes the World Go Round

YPP December 2012: Angular Momentum Makes the World Go Round YPP December 2012: Angular Momentum Makes the World Go Round Laboratory Introduction The purpose of this lab is to study the various aspects of rotation to determine how shape, size, mass, or distribution

More information

End-of-Chapter Exercises

End-of-Chapter Exercises End-of-Chapter Exercises For all these exercises, assume that all strings are massless and all pulleys are both massless and frictionless. We will improve our model and learn how to account for the mass

More information

= F 4. O Which force produces the greatest torque about the point O (marked by the blue dot)? E. not enough information given to decide

= F 4. O Which force produces the greatest torque about the point O (marked by the blue dot)? E. not enough information given to decide Q10.1 The four forces shown all have the same magnitude: F 1 = F 2 = F 3 = F 4. F 1 F 3 O Which force produces the greatest torque about the point O (marked by the blue dot)? F 2 F 4 A. F 1 B. F 2 C. F

More information

PINBALL MACHINE HOW SCIENTIFIC IS A PINBALL MACHINE? WRITTEN AND CREATED BY: KATHRYN WILMOT JAYCE GRUPPEN LUKE HULSMAN

PINBALL MACHINE HOW SCIENTIFIC IS A PINBALL MACHINE? WRITTEN AND CREATED BY: KATHRYN WILMOT JAYCE GRUPPEN LUKE HULSMAN PINBALL MACHINE HOW SCIENTIFIC IS A PINBALL MACHINE? WRITTEN AND CREATED BY: LUKE HULSMAN KATHRYN WILMOT JAYCE GRUPPEN Table of Contents Chapter Author Page Marbles on a ramp Kathryn Wilmot 3 Making a

More information

Moving Bodies---The Marble Luge Run

Moving Bodies---The Marble Luge Run Moving Bodies---The Marble Luge Run 1. Cut a "doorway" in an inverted cup (done for you ). Position the cup so it will catch a ball as it rolls off the ruler. 2. Measure, in cm, how far the wood ball pushes

More information

Big Idea 4: Interactions between systems can result in changes in those systems. Essential Knowledge 4.D.1: Torque, angular velocity, angular

Big Idea 4: Interactions between systems can result in changes in those systems. Essential Knowledge 4.D.1: Torque, angular velocity, angular Unit 7: Rotational Motion (angular kinematics, dynamics, momentum & energy) Name: Big Idea 3: The interactions of an object with other objects can be described by forces. Essential Knowledge 3.F.1: Only

More information

STEP Support Programme. Mechanics STEP Questions

STEP Support Programme. Mechanics STEP Questions STEP Support Programme Mechanics STEP Questions This is a selection of mainly STEP I questions with a couple of STEP II questions at the end. STEP I and STEP II papers follow the same specification, the

More information

Potential and Kinetic Energy: The Roller Coaster Lab Teacher Version

Potential and Kinetic Energy: The Roller Coaster Lab Teacher Version Potential and Kinetic Energy: The Roller Coaster Lab Teacher Version This lab illustrates the type of energy conversions that are experienced on a roller coaster, and as a method of enhancing the students

More information

PH 2213 : Chapter 05 Homework Solutions

PH 2213 : Chapter 05 Homework Solutions PH 2213 : Chapter 05 Homework Solutions Problem 5.4 : The coefficient of static friction between hard rubber and normal street pavement is about 0.90. On how steep a hill (maximum angle) can you leave

More information

11-2 A General Method, and Rolling without Slipping

11-2 A General Method, and Rolling without Slipping 11-2 A General Method, and Rolling without Slipping Let s begin by summarizing a general method for analyzing situations involving Newton s Second Law for Rotation, such as the situation in Exploration

More information

Chapter 7. Preview. Objectives Tangential Speed Centripetal Acceleration Centripetal Force Describing a Rotating System. Section 1 Circular Motion

Chapter 7. Preview. Objectives Tangential Speed Centripetal Acceleration Centripetal Force Describing a Rotating System. Section 1 Circular Motion Section 1 Circular Motion Preview Objectives Tangential Speed Centripetal Acceleration Centripetal Force Describing a Rotating System Section 1 Circular Motion Objectives Solve problems involving centripetal

More information

Conservation of Momentum: Marble Collisions Advanced Version

Conservation of Momentum: Marble Collisions Advanced Version Conservation of Momentum: Marble Collisions Advanced Version In this lab you will roll a marble down a ramp, and at the bottom of the ramp the marble will collide with another marble. You will measure

More information

LABORATORY V PREDICTING NON-REPETITIVE MOTION

LABORATORY V PREDICTING NON-REPETITIVE MOTION LABORATORY V PREDICTING NON-REPETITIVE MOTION In this section, you will continue working on problems in dynamics, the relationship of force and acceleration especially in complex situations that occur

More information

3 Using Newton s Laws

3 Using Newton s Laws 3 Using Newton s Laws What You ll Learn how Newton's first law explains what happens in a car crash how Newton's second law explains the effects of air resistance 4(A), 4(C), 4(D), 4(E) Before You Read

More information

Physics 220 Final Exam

Physics 220 Final Exam Version 12 Summer 2012 Page 1 of 12 Physics 220 Final Exam Name: (Last) (First) (Middle) 1. Please fill out your name and your Purdue student ID on the scantron from. 2. Record 12 as your two-digit exam

More information

Forces and Newton s Laws

Forces and Newton s Laws chapter 3 Forces and Newton s Laws section 3 Using Newton s Laws Before You Read Imagine riding on a sled, or in a wagon, or perhaps a school bus that stops quickly or suddenly. What happens to your body

More information

Practice Problems from Chapters 11-13, for Midterm 2. Physics 11a Fall 2010

Practice Problems from Chapters 11-13, for Midterm 2. Physics 11a Fall 2010 Practice Problems from Chapters 11-13, for Midterm 2. Physics 11a Fall 2010 Chapter 11 1. The Ferris wheel shown below is turning at constant speed. Draw and label free-body diagrams showing the forces

More information

Physics 131: Lecture 21. Today s Agenda

Physics 131: Lecture 21. Today s Agenda Physics 131: Lecture 21 Today s Agenda Rotational dynamics Torque = I Angular Momentum Physics 201: Lecture 10, Pg 1 Newton s second law in rotation land Sum of the torques will equal the moment of inertia

More information

KINETIC AND POTENTIAL ENERGY

KINETIC AND POTENTIAL ENERGY UNIT 1 - ENERGY SECTION 1 - Background Information Energy can be in one of two states: potential or kinetic. Energy can be transferred from potential to kinetic and between objects. Potential energy is

More information

Experiment 1 Look Out Below!!

Experiment 1 Look Out Below!! Velocity Velocity Velocity is how fast something is going and in what direction it is going. Direction is what separates the term velocity from speed. If we were talking about a car, we could say that

More information

Potential and Kinetic Energy: Roller Coasters Teacher Version

Potential and Kinetic Energy: Roller Coasters Teacher Version Potential and Kinetic Energy: Roller Coasters Teacher Version This lab illustrates the type of energy conversions that are experienced on a roller coaster, and as a method of enhancing the students understanding

More information

What is mechanical energy? How do we use it? Energy Energy

What is mechanical energy? How do we use it? Energy Energy You probably already have some idea what energy is. is easy to recognize. Yet it can be hard to describe. Where do you think you ve seen energy today? How do you think you will use energy tomorrow? Let

More information

Please read this introductory material carefully; it covers topics you might not yet have seen in class.

Please read this introductory material carefully; it covers topics you might not yet have seen in class. b Lab Physics 211 Lab 10 Torque What You Need To Know: Please read this introductory material carefully; it covers topics you might not yet have seen in class. F (a) (b) FIGURE 1 Forces acting on an object

More information

1 Forces. 2 Energy & Work. GS 104, Exam II Review

1 Forces. 2 Energy & Work. GS 104, Exam II Review 1 Forces 1. What is a force? 2. Is weight a force? 3. Define weight and mass. 4. In European countries, they measure their weight in kg and in the United States we measure our weight in pounds (lbs). Who

More information

Conservation of Energy

Conservation of Energy rev 05/2018 Conservation of Energy Equipment Qty Item Part Number 1 Mini Launcher ME-6800 1 Metal Sphere Projectile 1 and 2 Meter Sticks 1 Large Metal Rod ME-8741 1 Small Metal Rod ME-8736 1 Support Base

More information

Physics 8 Wednesday, October 14, 2015

Physics 8 Wednesday, October 14, 2015 Physics 8 Wednesday, October 14, 2015 HW5 due Friday (problems from Ch9 and Ch10.) Bill/Camilla switch HW sessions this week only (same rooms, same times what changes is which one of us is there): Weds

More information

LAB 6 - GRAVITATIONAL AND PASSIVE FORCES

LAB 6 - GRAVITATIONAL AND PASSIVE FORCES 83 Name Date Partners LAB 6 - GRAVITATIONAL AND PASSIVE FORCES OBJECTIVES OVERVIEW And thus Nature will be very conformable to herself and very simple, performing all the great Motions of the heavenly

More information

Semester I lab quiz Study Guide (Mechanics) Physics 135/163

Semester I lab quiz Study Guide (Mechanics) Physics 135/163 Semester I lab quiz Study Guide (Mechanics) Physics 135/163 In this guide, lab titles/topics are listed alphabetically, with a page break in between each one. You are allowed to refer to your own handwritten

More information

Lab 6 Forces Part 2. Physics 225 Lab

Lab 6 Forces Part 2. Physics 225 Lab b Lab 6 Forces Part 2 Introduction This is the second part of the lab that you started last week. If you happen to have missed that lab then you should go back and read it first since this lab will assume

More information

Potential and Kinetic Energy: Roller Coasters Student Advanced Version

Potential and Kinetic Energy: Roller Coasters Student Advanced Version Potential and Kinetic Energy: Roller Coasters Student Advanced Version Key Concepts: Energy is the ability of a system or object to perform work. It exists in various forms. Potential energy is the energy

More information

Exam Question 5: Work, Energy, Impacts and Collisions. June 18, Applied Mathematics: Lecture 5. Brendan Williamson.

Exam Question 5: Work, Energy, Impacts and Collisions. June 18, Applied Mathematics: Lecture 5. Brendan Williamson. Exam Question 5: Work, Energy, Impacts and June 18, 016 In this section we will continue our foray into forces acting on objects and objects acting on each other. We will first discuss the notion of energy,

More information

Chapter 10: Dynamics of Rotational Motion

Chapter 10: Dynamics of Rotational Motion Chapter 10: Dynamics of Rotational Motion What causes an angular acceleration? The effectiveness of a force at causing a rotation is called torque. QuickCheck 12.5 The four forces shown have the same strength.

More information

Preparing for Six Flags Physics Concepts

Preparing for Six Flags Physics Concepts Preparing for Six Flags Physics Concepts uniform means constant, unchanging At a uniform speed, the distance traveled is given by Distance = speed x time At uniform velocity, the displacement is given

More information

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Department of Physics 8.01 Physics Fall Term = # v x. t " =0. are the values at t = 0.

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Department of Physics 8.01 Physics Fall Term = # v x. t  =0. are the values at t = 0. MASSACHUSETTS INSTITUTE OF TECHNOLOGY Department of Physics 8.01 Physics Fall Term 2012 Exam 1: Practice Problems! d r!! d v! One-Dimensional Kinematics: v =, a = dt dt t " =t v x (t)! v x,0 = # a x (

More information

Experiment 2: Projectile motion and conservation of energy

Experiment 2: Projectile motion and conservation of energy Experiment 2: Projectile motion and conservation of energy Nate Saffold nas2173@columbia.edu Office Hour: Mondays, 5:30PM-6:30PM @ Pupin 1216 INTRO TO EXPERIMENTAL PHYS-LAB 1494/2699 Overview The physics

More information

A N D. c h a p t e r 1 2 M O T I O N F O R C E S

A N D. c h a p t e r 1 2 M O T I O N F O R C E S F O R C E S A N D c h a p t e r 1 2 M O T I O N What is a FORCE? A FORCE is a push or pull that acts on an object. A force can cause a resting object to move OR Accelerate a moving object by: changing

More information

Motion. Argument: (i) Forces are needed to keep things moving, because they stop when the forces are taken away (evidence horse pulling a carriage).

Motion. Argument: (i) Forces are needed to keep things moving, because they stop when the forces are taken away (evidence horse pulling a carriage). 1 Motion Aristotle s Study Aristotle s Law of Motion This law of motion was based on false assumptions. He believed that an object moved only if something was pushing it. His arguments were based on everyday

More information

Overview The Laws of Motion

Overview The Laws of Motion Directed Reading for Content Mastery Overview The Laws of Motion Directions: Fill in the blanks using the terms listed below. force inertia momentum sliding conservation of momentum gravitational ma mv

More information

(UNIT I) Measuring Activity Name

(UNIT I) Measuring Activity Name (UNIT I) Measuring Activity Name Purpose: To become more familiar with the metric system (SI) of measurement. Make estimates first and then measure it. Pre Lab reading: http://www.cnn.com/tech/space/9909/30/mars.metric.02/#1

More information

QuickCheck 1.5. An ant zig-zags back and forth on a picnic table as shown. The ant s distance traveled and displacement are

QuickCheck 1.5. An ant zig-zags back and forth on a picnic table as shown. The ant s distance traveled and displacement are APPY1 Review QuickCheck 1.5 An ant zig-zags back and forth on a picnic table as shown. The ant s distance traveled and displacement are A. 50 cm and 50 cm B. 30 cm and 50 cm C. 50 cm and 30 cm D. 50 cm

More information

Trial 1 Trial 2 Trial 3. From your results, how many seconds would it take the car to travel 1.50 meters? (3 significant digits)

Trial 1 Trial 2 Trial 3. From your results, how many seconds would it take the car to travel 1.50 meters? (3 significant digits) SPEED & ACCELERATION PART I: A DISTANCE-TIME STUDY AT CONSTANT SPEED Speed is composed of two fundamental concepts, namely, distance and time. In this part of the experiment you will take measurements

More information

I pt mass = mr 2 I sphere = (2/5) mr 2 I hoop = mr 2 I disk = (1/2) mr 2 I rod (center) = (1/12) ml 2 I rod (end) = (1/3) ml 2

I pt mass = mr 2 I sphere = (2/5) mr 2 I hoop = mr 2 I disk = (1/2) mr 2 I rod (center) = (1/12) ml 2 I rod (end) = (1/3) ml 2 Fall 008 RED Barcode Here Physics 105, sections 1 and Exam 3 Please write your CID Colton -3669 3 hour time limit. One 3 5 handwritten note card permitted (both sides). Calculators permitted. No books.

More information

Driveway Races Acceleration

Driveway Races Acceleration Driveway Races Acceleration You may notice that when things move they rarely move at the same speed all the time. Especially when you drive, you can see right away that your speed is constantly changing.

More information

MOMENTUM, IMPULSE & MOMENTS

MOMENTUM, IMPULSE & MOMENTS the Further Mathematics network www.fmnetwork.org.uk V 07 1 3 REVISION SHEET MECHANICS 1 MOMENTUM, IMPULSE & MOMENTS The main ideas are AQA Momentum If an object of mass m has velocity v, then the momentum

More information

Forces and Motion: Accelerate your Mass of Students

Forces and Motion: Accelerate your Mass of Students FORCES AND MOTION 60 Minute Physical Science Lesson Science-to-Go! Program Grades: 1-5 TEACHER GUIDE Forces and Motion: Accelerate your Mass of Students Description Make sure you have plenty of room for

More information

PRACTICE TEST for Midterm Exam

PRACTICE TEST for Midterm Exam South Pasadena AP Physics PRACTICE TEST for Midterm Exam FORMULAS Name Period Date / / d = vt d = v o t + ½ at 2 d = v o + v 2 t v = v o + at v 2 = v 2 o + 2ad v = v x 2 + v y 2 = tan 1 v y v v x = v cos

More information

Holt Physics Chapter 8. Rotational Equilibrium and Dynamics

Holt Physics Chapter 8. Rotational Equilibrium and Dynamics Holt Physics Chapter 8 Rotational Equilibrium and Dynamics Apply two equal and opposite forces acting at the center of mass of a stationary meter stick. F 1 F 2 F 1 =F 2 Does the meter stick move? F ext

More information

3. A bicycle tire of radius 0.33 m and a mass 1.5 kg is rotating at 98.7 rad/s. What torque is necessary to stop the tire in 2.0 s?

3. A bicycle tire of radius 0.33 m and a mass 1.5 kg is rotating at 98.7 rad/s. What torque is necessary to stop the tire in 2.0 s? Practice 8A Torque 1. Find the torque produced by a 3.0 N force applied at an angle of 60.0 to a door 0.25 m from the hinge. What is the maximum torque this force could exert? 2. If the torque required

More information

MSU Urban STEM Lesson Title Marble s At Work. Name Donna Calder. Grade Level: 4 8. Content Area Topic: Science(Energy)

MSU Urban STEM Lesson Title Marble s At Work. Name Donna Calder. Grade Level: 4 8. Content Area Topic: Science(Energy) MSU Urban STEM Lesson Title Marble s At Work Name Donna Calder Grade Level: 4 8 Content Area Topic: Science(Energy) Content Area Standard(s): MS PS3 1 Construct and interpret graphical displays of data

More information

Newton s Laws of Motion Discovery

Newton s Laws of Motion Discovery Student handout Since the first caveman threw a rock at a sarer- toothed tiger, we ve been intrigued by the study of motion. In our quest to understand nature, we ve looked for simple, fundamental laws

More information

Chapter 6: Systems in Motion

Chapter 6: Systems in Motion Chapter 6: Systems in Motion The celestial order and the beauty of the universe compel me to admit that there is some excellent and eternal Being, who deserves the respect and homage of men Cicero (106

More information

Prof. Rupak Mahapatra. Dynamics of Rotational Motion

Prof. Rupak Mahapatra. Dynamics of Rotational Motion Physics 218 Chapter 12-1616 Prof. Rupak Mahapatra Dynamics of Rotational Motion 1 Overview Chapters 12-16 are about Rotational Motion While we ll do Exam 3 on Chapters 10-13, we ll do the lectures on 12-16

More information

PHYSICS 211 LAB #3: Frictional Forces

PHYSICS 211 LAB #3: Frictional Forces PHYSICS 211 LAB #3: Frictional Forces A Lab Consisting of 4 Activities Name: Section: TA: Date: Lab Partners: Circle the name of the person to whose report your group printouts will be attached. Individual

More information

Experiment 4: Motion in a Plane

Experiment 4: Motion in a Plane Experiment 4: Motion in a Plane Part 1: Projectile Motion. You will verify that a projectile s velocity and acceleration components behave as described in class. A ball bearing rolls off of a ramp, becoming

More information

Worksheet for Exploration 10.1: Constant Angular Velocity Equation

Worksheet for Exploration 10.1: Constant Angular Velocity Equation Worksheet for Exploration 10.1: Constant Angular Velocity Equation By now you have seen the equation: θ = θ 0 + ω 0 *t. Perhaps you have even derived it for yourself. But what does it really mean for the

More information

Magnetism and Gravity

Magnetism and Gravity Imagine that you had two superpowers. Both powers allow you to move things without touching them. You can even move things located on the other side of a wall! One power is the ability to pull anything

More information

A child places a car of mass 95 g on the track. She adjusts the controller to a power of 4.2 W so the car accelerates from rest for 0.40 s.

A child places a car of mass 95 g on the track. She adjusts the controller to a power of 4.2 W so the car accelerates from rest for 0.40 s. 1 The picture shows a track for racing toy electric cars. A guide pin fits in a groove in the track to keep the car on the track. A small electric motor in the car is controlled, with a hand-controller,

More information

Physics Kinematics, Projectile Motion, Free-Body Diagrams, and Rotational Motion

Physics Kinematics, Projectile Motion, Free-Body Diagrams, and Rotational Motion Physics Kinematics, Projectile Motion, Free-Body Diagrams, and Rotational Motion Kinematics and Projectile Motion Problem Solving Steps 1. Read and Re-Read the whole problem carefully before trying to

More information

Final Project Physics 590. Mary-Kate McGlinchey MISEP Summer 2005

Final Project Physics 590. Mary-Kate McGlinchey MISEP Summer 2005 Final Project Physics 590 Mary-Kate McGlinchey MISEP Summer 2005 Lesson Objectives: Students will be able to Identify the relationship between motion and a reference point. Identify the two factors that

More information

Dynamics II Motion in a Plane. Review Problems

Dynamics II Motion in a Plane. Review Problems Dynamics II Motion in a Plane Review Problems Problem 1 A 500 g model rocket is on a cart that is rolling to the right at a speed of 3.0 m/s. The rocket engine, when it is fired, exerts an 8.0 N thrust

More information

Gravity Well Demo - 1 of 9. Gravity Well Demo

Gravity Well Demo - 1 of 9. Gravity Well Demo Gravity Well Demo - 1 of 9 Gravity Well Demo Brief Summary This demo/activity in Space Odyssey will give visitors a hands-on feel for how gravity works. Specifically, how Newton interpreted the force of

More information

AP Physics C Summer Assignment Kinematics

AP Physics C Summer Assignment Kinematics AP Physics C Summer Assignment Kinematics 1. A car whose speed is 20 m/s passes a stationary motorcycle which immediately gives chase with a constant acceleration of 2.4 m/s 2. a. How far will the motorcycle

More information

https://njctl.org/courses/science/ap-physics-c-mechanics/attachments/summerassignment-3/

https://njctl.org/courses/science/ap-physics-c-mechanics/attachments/summerassignment-3/ AP Physics C Summer Assignment 2017 1. Complete the problem set that is online, entitled, AP C Physics C Summer Assignment 2017. I also gave you a copy of the problem set. You may work in groups as a matter

More information

Review of Lectures 1, 2 and 3

Review of Lectures 1, 2 and 3 Physics 22000 General Physics Lecture 5 Applying Newton s Laws Fall 2016 Semester Prof. Matthew Jones 1 Review of Lectures 1, 2 and 3 Algebraic description of linear motion with constant acceleration:

More information

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Diagram 1 A) B - A. B) A - B. C) A + B. D) A B.

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Diagram 1 A) B - A. B) A - B. C) A + B. D) A B. Exam Name MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. 1) In the diagram shown, the unknown vector is 1) Diagram 1 A) B - A. B) A - B. C) A + B.

More information