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    Name___________________________________ Date: ________________ Course number: _________________ MAKE SURE TA & TI STAMPS EVERY PAGE BEFORE YOU START Laboratory Section: ____________ Partners’ Names: ______________________ Last revised December 15‚ 2014 Grade: _______________________ Experiment 6 Coulomb’s Law - PRELAB 0. Pre-lab Homework (2 points) The pre-lab homework must be handed to the lab TA at the start of the lab. 1. Why is it important to recharge the spheres before each measurement

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    find the Lagrangian L‚ solve Lagrange’s equations and describe the motion. 2. Show that the kinetic energy of any holonomic mechanical system has the form. T   a jk (q) q ( j ) q(k ) j 1 k 1 n n  . . 3. Consider a double pendulum (fig. 1) made up of two masses‚ m1 and m2 and two lengths l1 and l2. Find the equation of motion. Fig. 1 4. A point mass glides without friction on a cycloid‚ which is given by x= a(v-sinθ) and y=a(1+cosθ) with 0≤v≤2π. Determine the Lagrangian

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    Steel grades for reinforcing beams and typical properties [9] Notes: HR - Hot rolled sheet CR - Cold rolled sheet HDG (CR) - Hot-dip galvanized (cold rolled base) sheet EG (CR) - Electrogalvanized (cold rolled base) sheet SS - Stainless steel XLF - Microalloy quality. Strength is obtained through small quantities of alloying elements such as vanadium and niobium. Designation number (e.g. 50) is mimimum yield strength in ksi. ..B..(M) - Carbon-boron

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    xxmpmeta xmlnsxadobensmeta/rdfRDF xmlnsrdfhttp//www.w3.org/1999/02/22-rdf-syntax-nsrdfDescription rdfaboutuuidfaf5bdd5-ba3d-11da-ad31-d33d75182f1b xmlnsdchttp//purl.org/dc/elements/1.1//rdfDescription rdfaboutuuidfaf5bdd5-ba3d-11da-ad31-d33d75182f1b xmlnsMicrosoftPhotohttp//ns.microsoft.com/photo/1.0//rdfDescription rdfaboutuuidfaf5bdd5-ba3d-11da-ad31-d33d75182f1b xmlnsMicrosoftPhotohttp//ns.microsoft.com/photo/1.0/MicrosoftPhotoDateAcquired2014-08-22T223545.865/MicrosoftPhotoDateAcquiredMicrosoftPhotoLastKeywordXMPrdfBag

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    Mcse 011(Mca 5)Ignou

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    Question 1: Determine the dependency relations among the following instructions: I1: a = b+c; I2:b=a+d I3: e =a/f; A.J.Bernstein has elaborated the work of data dependency and derived some conditions based on which we can decide the parallelism of instructions or processes. Bernstein conditions are based on the following two sets of variables: i) The Read set or input set RI that consists of memory locations read by the statement of instruction I1. ii) The Write set or output set WI that consists

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    MasteringPhysics: Print View with Answers 1 of 22 http://session.masteringphysics.com/myct/assignmentPrintView?assignm... Signed in as Johnny Chung Yin Ho‚ Instructor AP1201 Sign Out ( AP1201S2013C01 ) My Courses Course Settings Course Home University Physics with Modern Physics‚ 13e Young/Freedman Assignments Roster Gradebook Item Library Chapter 4 Work and Energy Tutorial Questions Overview Help Summary View Diagnostics View Instructor Resources eText Study Area [ Edit ]

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    Compiling

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    gcc -o / -O option flags gcc -o writes the build output to an output file. gcc -O sets the compiler’s optimization level. gcc -o option flag gcc -O option flag gcc -o option flag Write the build output to an output file. Syntax $ gcc [options] [source files] [object files] -o output file Example myfile.c: // myfile.c #include void main() { printf("Program run\n"); } Build myfile.c on terminal and run the output file myfile: $ gcc myfile.c -o myfile $ ./myfile Program

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    2.0 Introduction Transportation of all forms and means is designed according to the different standards of transport facility design‚ in this case the proposal is a revitalization of Sta. Ana Wharf. Basically‚ the study will focusseveral major components that will help assess the proponent in creating analysis through related and relevant information that is crucial for the revitalization of the wharf. This chapter will start with the history of ancient maritime transportation‚ followed up with the

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    to its displacement‚ x from a fixed point and always directed towards that fixed point Vibrating Tuning fork A weight on a spring A boy on a swing 200 grams Figure 1(a) Figure 1(b) Figure 1(c) Examples of SHM system i. simple pendulum  a  Fs m Figure 2(a) A ii. O A horizontal and vertical spring oscillations A O  m  a Fs A A m   Fs a A O Figure 2(c) Figure 2(b) Mathematically : d 2x   displacement‚ x acceleration

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    SCIENTIFIC INVENTION ASSEMBLY LINE: Primitive assembly line production was first used in 1901 by Ran some Eli Olds (1864-1950)‚ an early car-maker (he manufactured the Oldsmobile‚ the first commercially successful American car). Henry Ford (1863-1947) used the first conveyor belt-based assembly-line in his car factory in 1913-14 in Ford’s Highland Park‚ Michigan plant. This type of production greatly reduced the amount of time taken to put each car together (93 minutes for a Model T) from its

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