constant. If a ball is attached to the end of string and swung at a constant speed (i.e. only the direction of the velocity is changing not the magnitude) then there must still be an acceleration. The acceleration is directed towards the center of the motion. This acceleration is call centripetal acceleration! 2.6.2 State the expression for centripetal acceleration. The acceleration of any object moving in a circle at a constant speed is given by the equation: (1) a⃗ =v2r It is important to note
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law of motion: For every action‚ there is an equal and opposite reaction. How this applies to our bottle rockets that we constructed‚ is that when we release‚ the water and air pressure comes out of the bottom. That pushes against the ground‚ the equal and opposite reaction is the earth pushing back up. Whatever object has less mass moves. In this case‚ the rocket has less mass than what it is pushing against; the earth. When we created our rockets‚ we had to keep all 3 laws of motion in mind
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Newton’s second law of motion (Car vs Suv) According to newton’s second law of motion‚ Acceleration is produced when a force acts on a mass. The greater the mass is‚ the grater the acceleration is needed to move forward. This law basically states that a force applied to the objects changes its velocity overtime in the direction of the force that is applied‚ the acceleration is directly proportional to the force‚ as an example‚ if pushing on an object‚ causing it to accelerate‚ and then you push
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Case Study- Research in Motion (RIM) “Leading the Way the World Communicates” “It is the partnership and teamwork that underpinned the company and transformed the world!” The blackberry has challenged a number of very basic concepts in work and life. It eliminates distance and time and challenges the boundaries between work and home. It has enabled us to do things that would have been impossible 10 years ago. As a company itself RIM breaks the status quo by encouraging teamwork‚ empowering
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Lab II: Description of Motion in Two Dimensions‚ Problem III: Projectile Motion and Velocity John Greavu February 13‚ 2013 Physics 1301W‚ Professor: Evan Frodermann‚ TA: Mark Pepin Introduction "A toy company has hired you to produce an instructional videotape for would-be jugglers. To plan the videotape‚ you decide to separately determine how the horizontal and vertical components of a ball’s velocity change as it flies through the air. To catch the ball‚ a juggler must be able to predict its position
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INTRODUCTION: Space‚ Time and motion were three interrelated concepts which have been very difficult by the philosophers to arrive at a proper understanding since the ancient times. By there has been consensus that a proper understanding of motion would lend a hand in addressing the questions on the nature of the other two concepts namely space and time. Depending on the nature of approach to the problem of space and time‚ the philosophers mainly addressed three key concerns. They are as follows:
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Recommendations 32 Appendix A: Porters 5 forces 35 Appendix B: PESTLE 39 Appendix C: SWOT 41 Appendix D: Trends and Drivers 42 Bibliography 43 Executive Summary This report provides a comprehensive strategic analysis on Research in Motion (RIM) and its Blackberry products‚ and provides strategic recommendations for the firm for its business. The goal of this report was to understand the industry in which RIM is competing and analyze the firm for investment opportunities. The industry
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In 1686 Sir Isaac Newton developed three laws of motion. These laws are involved in every single football play. Whether it is a kickoff‚ pass‚ run‚ or extra point inertia‚ force‚ acceleration‚ momentum‚ and impulse are involved. Newton’s first law is the law of inertia and it states a body continues in its state of rest or of uniform motion unless an unbalanced force acts upon it. Some actions effected by this law are a quarterback throwing a football‚ a running back or receiver running for a touchdown
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HOMEWORK PROBLEMS Chapter 4: THE LAWS OF MOTION PART-A: Hand in your answers in class on scantron on Wednesday 22 September-2010. The questions have been numbered so you can use the back side of an older scantron. Write your name‚ class (1401) and HW # 4 on the scantron. 1. A horizontal force of 95.0 N is applied to a 60.0-kg crate on a rough‚ level surface. If the crate accelerates at 1.20 m/s2‚ what is the magnitude of the force of kinetic friction acting on the crate? (a) 23.0 N (b) 45.0 N
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Organ Motion: RT of thoracic and abdomino-pelvic targets poses difficulties of precise target localisation and patient positioning. There is considerable variation in patient position and organ location during planning and treatment. This could be due to difficulties in precise positioning‚ and immobilisation‚ patient movement and organ motion. Consequently there is a chance of deviation in the dose absorbed from the actual planned dose to be delivered. Accurate understanding of the details of organ
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