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    Chevy Volt

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    Closing Case: Planning for the Chevy Volt 1. What does the Chevy Volt case tell you about the nature of strategic decision making at a large complex organization like GM? From the Chevy Volt case‚ we can see that GM is a large complex organization and has a lot of processes to make any decision in changing their strategic plan. Moreover‚ they sticked to the past failure that they had experienced. Therefore‚ they moved too slow and missed the opportunity to change or adapt themselves to the external

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    Chevy Volt What does the Chevy Volt case tell you about the nature of strategic decision making at a large complex organization like GM? From the Chevy Volt case‚ we can see that GM is a large complex organization and has a lot of processes to make any decision in changing their strategic plan. Moreover‚ they sticked to the past failure that they had experienced. Therefore‚ they moved too slow and missed the opportunity to change or adapt themselves to the external trend or a better opportunity

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    Confirming Ohms Law

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    current (I) through the resistor. Do this for a number of settings on the power pack‚ for example do two‚ four and six volt settings. (Remember the power pack should only be turned on while doing readings.) 2. Vary the voltage and record the potential drop (V) and the current (I) through the resistor. Do this for a number of settings on the power pack‚ for example do two‚ four and six volt settings. (Remember the power pack should only be turned on while doing readings.) Another experiment to perform

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    Multitester

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    Comparison of the differences in the results of the voltage of the battery from the Improvised Multitester and from the Commercial Multitester A Study Presented To Mr. Audie Laudencia In Partial Fulfillment Of the Requirement in Physics (QUEST PROJECT) By: ALBERT‚ Audrey Blue S. CRUZ‚ Winnie Crystal P. SIAYNGCO‚ Joselle Martie M. January 17‚ 2011 TABLE OF CONTENTS Page Numbers ACKNOWLEDGEMENTS --------------------------------------------------------------------

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    Pedal Dynamo Generator

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    the capacitor levels out the DC voltage‚ producing a steady voltage inflow to the voltage regulator. The voltage regulator is crucial‚ as the phone only needs five volts to charge‚ whereas fast pedaling can produce 30 volts or more‚ which is enough to fry the average cell phone. The regulator controls the voltage‚ putting a five-volt ceiling on the power entering the phone. Results: Starting with a dead cell phone‚ plugged in and placed in a porch‚ one can spend approximately three hours and 25

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    Desulfator

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    Battery Desulfator Errata In my battery desulfator article on page 84 of HP77‚ the value for C2 should have been 0.0022 ìF‚ not 0.022 ìF. My mistake. I have put up a Web page that will give more details to help you build and use the desulfator circuit. I will place updates there‚ and will add a guestbook soon to allow comments and questions to be posted. I encourage a group effort in this‚ since I don’t have all the answers. Thanks. Alastair Couper kalepa@shaka.com http://shaka.com/~kalepa/desulf

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    Wire Coursework

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    power supply before changing the length of the wire Results 5 Volts wire nickel Chrome swg Length amps Volts ResistanceΩ 50cm 0.46 1.77 3.85Ω 45cm 0.46 1.62 3.52Ω 40cm 0.46 1.43 3.11Ω 35cm 0.46 1.29 2.80Ω 30cm 0.46 1.21 2.63Ω 25cm 0.46 0.90 1.96Ω 20cm 0.46 0.80 1.74Ω 15cm 0.46 0.70 1.52Ω 10cm 0.46 0.40 0.87Ω 5cm 0.46 0.22 0.47Ω Length amps volts ResistanceΩ 50cm 0.46 1.82 3.96 Ω 45cm 0.46 1.59 3

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    Planning In this piece of coursework‚ I am going to investigate what affects the resistance of a piece of wire. Wire is made up of atoms. Electric current is a flow of electrons‚ and it is these electrons that collide with the nucleus of the atoms. Every time this happens‚ it causes resistance. The build up of friction is what produces the heat. There are many variables that could affect the resistance of the piece of wire: • Length • Potential difference • Tension • Temperature • Diameter

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    Physics 2 Lab chapter 21

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    the resistance (Ω) decreases As wire resistivity (Ωcm) increases‚ the resistance (Ω) increases Procedure Part II: Ohm’s Law: Electricity‚ Magnets‚ and Circuits  Ohm’s Law mA is milliamps‚ and 1000 milliamps equals one Ampere. Move the potential (volts) and resistance (ohms) sliders and observe the current (amps) As voltage increases‚ current increases. As resistance increases‚ current decreases. Fill out the tables below and check your work in the simulation. ( ½ pt each ) Remember‚ the simulation

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    References: Output Current DC Content | <0.6 Amps DC (per UL 1741) | < N*0.6 Amps DC (UL 1741) | Note 1: Total harmonic voltage must be less than 5% (13.85 Volts RMS line-to-neutral)

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