I. Introduction: The purpose of this lab report is to differentiate between of Newton’s Third Law and Newton’s Second Law. Newton’s Third Law states that all forces come in pairs and that the two forces in a pair act on different objects and are equal in strength and opposite in direction. Newton’s Second Law states that the acceleration of an object is proportional to the net force and inversely proportional to the mass of the object being accelerated. Using calculation equations for acceleration
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car‚ start driving to work and then all of a sudden your car turns off and doesn’t budge? Now what happens is a nightmare story. You call your loyal garage‚ explain what happened and where you are and have them send a tow truck. The tow truck doesn’t just come in a snap! When the tow arrives finally‚ you then join him to the garage‚ etc. By the time you are all done‚ you are obviously late to work! Wouldn’t it have been easier to just take public transport and save the crucial morning hassle? Save
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Vehicle * Class 1: Light Vehicle - means a motor vehicle‚ other than a heavy vehicle. Motor vehicle - an entity comprising of one or more mechanically/electrically powered units with or without any trailer(s) physically joined by means of tow bars‚ tow ropes or mechanical articulation‚ and includes‚ inter alia: (a) motorcycle - a motor vehicle that has two wheels. (b) motor tricycle - a motor vehicle‚ other than a motorcycle with a side-car‚ which has three wheels and which is designed
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BLG1501/201/S2/2012 DEPARTMENT OF LIFE AND CONSUMER SCIENCES BLG1501 SEMESTER 2 TUTORIAL LETTER 201/2012 ASSIGNMENT 02 MEMORANDUM 2 BLG1501/201/S2/2012 Dr Monde Nyila 011 471 2294 e-mail: nyilama@unisa.ac.za Question 9.1: What is the summarised equation for cellular respiration? (6) Answer: Organic compounds + Oxygen → Carbon dioxide + Water + Energy OR C6H12O6 + 6O6 → 6C02+ 6H20 + Energy (ATP + heat) Question 9.6: Explain why ATP is required for the preparatory steps of glycolysis.(2)
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CHAPTER 5 Review Questions 2 – Organization culture can significantly influence the estimates. How the difference of culture appears on human beings can also be seen in an organization. In some organizations‚ padding estimates is normal and even encouraged in some cases. On the other hand‚ another organization which is sensitive on estimates can put much more effort to increase the accuracy of the project estimates. It is all about their approach to the project management. Some believe that it
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store openings in the U.S.; withdrawing completely from Australia; focusing on customers and the “Starbucks experience;” and transferring resources to international markets. We analyzed the strengths‚ weaknesses‚ opportunities‚ and threats through the TOWS analysis tool which focuses on external (or environmental) threats and opportunities AND internal weaknesses and strengths of the company. In this case‚ Starbucks’s biggest threat is competition‚ particularly from McDonald’s and Dunkin Donuts. Opportunities
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0.2 | 0.82 | 1.79 | 3.21 | 4.99 | Average Velocity (m/s) | | 1 | 3.1 | 4.85 | 7.1 | 8.9 | Average Acceleration (m/s2) | | | 10.5 | 8.75 | 11.25 | 9 | Moon: Free-Fall Acceleration | Time(s) | 0 | 0.4 | 0.8 | 1.2 | 1.6 | 2 | Distance(m) | 0 | 0.13 | 0.53 | 1.17 | 2.09 | 3.27 | Average Velocity(m/s) | | 0.33 | 0.55 | 1.6 | 2.3 | 3 | Average Acceleration(m/s2) | | | 0.55 | 2.63 | 1.75 | 1.75 | Mars: Free-Fall Acceleration | Time(s) | 0 | 0.3 | 0.6 | 0.9 | 1.2 | 1.5 |
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not for his personal gain (A3‚ S2‚ P4)‚ but while humble‚ the state of rome would remain unchanged after such act‚ the poor would still be poor and the rich would still be rich‚ not much of a reason to raise the pitchforks towards the conspirators. We do‚ however‚ must credit Antony for his strong position on ethos. In his oration‚ he turns the crowd against Brutus with lines such as‚ “He was my friend‚ faithful and just to me‚ but Brutus is an honorable man.” (A3‚ S2‚ P4) Antony repeats the second half of that line throughout
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rankine 1 rankine= 5/9 kelvin Area 1 cm2= 0.155 in.2 1 m2= 10.76 ft2= 104cm2 1 in.2= 6.452 cm2 1 ft2= 144 cm2= 0.0929 m2 Volume 1 liter=1000 cm3=10-3 m3= 0.03531 ft3= 61.02in.3 1 gallon= 3.788 liters Acceleration 1 m/s2= 3.281 ft/s2 1 ft/s2 = 0.3048 m/s2 Speed 1 m/s= 3.281 ft/s 1 ft/s = 0.3048 m/s 1 mi/min= 88 ft/s 1 km/h= 0.2778 m/s = 0.6214 mi/h Force 1 N= 105 dyn= 0.2248 lb 1 lb= 4.448 N= 4.448 x 105 dyn Pressure 1 Pa= 1 N/m2= 0.209 lb/ft2 1 bar= 105 Pa 1 atm=
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Introduction to Laplace Transforms for Engineers C.T.J. Dodson‚ School of Mathematics‚ Manchester University 1 What are Laplace Transforms‚ and Why? This is much easier to state than to motivate! We state the definition in two ways‚ first in words to explain it intuitively‚ then in symbols so that we can calculate transforms. Definition 1 Given f‚ a function of time‚ with value f (t) at time t‚ the Laplace transform of f is ˜ denoted f and it gives an average value of f taken over all
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