National Taiwan University of Sport Schedule of Courses and List of English and Chinese Names of
|
|
- Baldric Burns
- 5 years ago
- Views:
Transcription
1 Compuloy common cou quid by th chool National Taiwan Univity of Schdul of Cou Lit of Englih Chin Nam of Cou of th Dpatmnt of Combat fo 2016 (Daft) Applicabl fo fhmn of acadmic ya 2016 (daft) National Taiwan Univity of Schdul of Cou Lit of Englih Chin Nam of Cou of th Dpatmnt of Combat fo 2016 Adoptd on Apil at th mting of th dpatmntal cou committ in th acadmic ya 2015 Adoptd on May in th mting of th collgiat cou committ in th acadmic ya 2015 Adoptd on in th mting of th chool cou committ in th acadmic ya 1. Gnal ducation: 28 cdit (f to th chdul of cou of th Gnal Cn) 2. Spcializd common compuloy cou quid by th chool: 8 cdit ( ) ( ) ( ) ( / ) ( / ) Human Anatomy Phyiology Intoduction to Halth Phyical Adminitation Managmnt of Phyical Swimming (Ι) t Hou (Compuloy) Fit 1 t m Compuloy 2 m Compuloy 2 1 t m m 1 t m m 1 t m Compuloy Compuloy 1 Tack Fild (Ι) 1 2 Compuloy 1 Total m Rmak Mal tudnt paat cla. 3. Spcializd co cou quid by th Dpatmnt: 50 cdit Acadm ic Cou Pogam cod ( ) ( ) ( ) ( ) Exci Phyiology (Ι)(II) Exci Pychology (Ι)(II) Biomchani c (Ι)(II) Taining (Ι)(II) t Hou (Compuloy) Fit 1 t m 1 m 4 4 Compuloy 1 t mt mt 4 4 Compuloy 1 t mt mt 4 4 Compuloy 4 4 Compuloy 1 t mt mt Rma k
2 Spcialty Skill Innhip National Taiwan Univity of Schdul of Cou Lit of Englih Chin Nam of Cou of th Dpatmnt of Combat fo 2016 (Daft) ( ) ( / ) ( / ) ( ) Injuy Fit Aid Tack Fild (II) Swimming (II) Wtling Compuloy Compuloy Compuloy 1 Applicabl fo fhmn of acadmic ya 2016 (daft) Mal tudnt paat cla. Pactical Skill ( ) Judo ( / Takwondo ) Compuloy ( ) Boxing ( ) Kaat ( ) Achy ( ) Fncing Total Compuloy Mal tudnt paat cla. 2
3 4. acadmic cou quid by th Dpatmnt: cdit (at lat 8 cdit fo cuiculum, at lat cdit fo oth cou) C o m b a t S p o t G u i d a n c Cuiculum S o c i a l S c u i t y I n d u t y Cuiculum O t h C o u Pogam cod t Hou ( ) Officiating Maumnt ( ) Evaluation in Pfomanc Halth ( ) Managmnt fo Athlt Scinc of ( ) Coaching Thoy Pactic of ( ) Comptition ( ) Scinc of Athltic Talnt Scouting ( ) Fighting ( ) Oth Rgulation of Fi Duti of Fi Fighting ( ) Polic Managmnt Intoduction ( ) to Scuity Managmnt ( ) Ponal Scuity ( ) Polic Rgulation Hitoy of ( ) Phyical ( ) Pfomanc Maag Oth ( ) Ethic Pincipl of ( ) Phyical ( ) Faciliti Managmnt ( ) Fitn Exci Pciption Elctiv (Comp uloy) Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Fit 1 t m m 1 t m m 1 t mt mt 1 t mt mt Rmak lct on majo cuiculum (may co gi fo th majo cuiculum of th Dpatmnt of Combat ), fo at lat 8 cdit fom 4 cou; cdit may b obtaind fom th co gitation fo oth cuiculum cou.
4 Pogam cod t Hou Manipulation of Chin ( ) Mdicin Taumatology ( ) Halth Pomotion ( ) Athltic Taping Makting ( ) Managmnt Contmpoay Innational ( ) Oganization Intoduction to Fi ( ) Scinc Statitic ( ) Infomation Pocing ( ) ( ) Rach Mthod in Phyical Intoduction to Fi Fighting Safty Equipmnt of Alam Rfug Sytm Oth Elctiv (Comp uloy) Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Elctiv Fit 1 t m m 1 t m m 1 t mt mt 1 t mt mt Rmak 5. pactical kill quid by th Dpatmnt: cdit Spcialty ( ) Skill Innhi ( ) Spcialty - Wtling Spcialty - Judo t Hou (Compulo y) Fit 1 t mt mt 1 t mt mt 1 t mt mt 1 t mt mt 5 5 Rmak 4
5 p ( / ) ( ) ( ) ( ) Spcialty - Takwon do Spcialty - Boxing Spcialty - Kaat Innh ip t Hou (Compulo y) Fit 1 t mt mt 1 t mt mt 1 t mt mt 1 t mt mt Rmak Mal tudnt paat cla. Th ul of innhi p a t out paatl y. Studnt who lct innhi p will hav to gi fo an addition al 2-cdit cou fom th lctd cuiculu m duing th fit m Tam ( ) baktball Abov 8 of th fouth ya 5
6 Ball ( ) vollybal l t Hou (Compulo y) 1 2 ( ) occ 1 2 ( ) baball 1 2 ( ) oftball 1 2 ( ) hball 1 2 ( ) tnni 1 2 ( /7002 Badmint 1 2 Individu 342) on (I, II) al Ball tabl ( ) 1 2 tnni ( ) Golf 1 2 Combat Oth ( ) bowling 1 2 ( ) Takwon do 1 2 ( ) Judo 1 2 ( ) boxing 1 2 ( ) Gymnati c 1 2 ( ) Wtling 1 2 ( / ) ( ) ( ) ( ) ( ) ( ) Chin matial at 1 2 Taining in 1 2 Phyical danc 1 2 Gymnati c 1 Gam(I 2 II) Aobic Danc 1 2 Slf -Dfnc 1 2 Oth Fit 1 t mt mt 1 t mt mt 1 t mt mt 1 t mt mt Rmak cdit in pactical kill 6
Study on the Classification and Stability of Industry-University- Research Symbiosis Phenomenon: Based on the Logistic Model
Jounal of Emging Tnds in Economics and Managmnt Scincs (JETEMS 3 (1: 116-1 Scholalink sach Institut Jounals, 1 (ISS: 141-74 Jounal jtms.scholalinksach.og of Emging Tnds Economics and Managmnt Scincs (JETEMS
More informationLecture 3.2: Cosets. Matthew Macauley. Department of Mathematical Sciences Clemson University
Lctu 3.2: Costs Matthw Macauly Dpatmnt o Mathmatical Scincs Clmson Univsity http://www.math.clmson.du/~macaul/ Math 4120, Modn Algba M. Macauly (Clmson) Lctu 3.2: Costs Math 4120, Modn Algba 1 / 11 Ovviw
More informationDisplay Transcript. Transfer Credit Old Dominion University Credit Transcript Totals. CLARKE C. KRUGMAN Sep 02, :14 pm
CLAKE C. KUGMAN Sep 02, 2014 02:14 pm Display Transcript This is NOT an official transcript. Unofficial transcripts are for personal use only. Courses which are in progress may also be included on this
More informationGRAVITATION. (d) If a spring balance having frequency f is taken on moon (having g = g / 6) it will have a frequency of (a) 6f (b) f / 6
GVITTION 1. Two satllits and o ound a plant P in cicula obits havin adii 4 and spctivly. If th spd of th satllit is V, th spd of th satllit will b 1 V 6 V 4V V. Th scap vlocity on th sufac of th ath is
More informationThe Strategic Planning Without. the Migraine! Webinar Series. Session 6 Create Goals to Make IT Happen: What Do You Need to Do Specifically?
a i: tatg Planng ithot th Miga! Th tatg Planng ithot th Miga! a i ion 6 Cat Goal to Mak IT Happn: hat Do Yo Nd to Do pcifally? Pntd y iz CMC ion 6 Top: 1. Rviw th MART Goal ttg Poc 2. Oganiz & U Yo Data
More informationInstruction Execution
MIPS Piplining Cpt280 D Cuti Nlon Intuction Excution C intuction: x = a + b; Ambly intuction: a a,b,x Stp 1: Stp 2: Stp 3: Stp : Stp 5: Stp 6: Ftch th intuction Dtmin it i an a intuction Ftch th ata a
More information15.081J/6.251J Introduction to Mathematical Programming. Lecture 6: The Simplex Method II
15081J/6251J Intoduction to Mathematical Pogamming ectue 6: The Simplex Method II 1 Outline Revised Simplex method Slide 1 The full tableau implementation Anticycling 2 Revised Simplex Initial data: A,
More informationOverview. Flood Risk in NSW FLOODING, FLOOD MODELLING AND FLOOD MAPPING COMMUNICATION CHALLENGES. Floodplain Risk Management Process
Sydny Coastal Council Group and Survying and Spatial Scincs Institut Sydny s Intgratd Spatial Futur Customs Hous Th Barnt Long Room Wdnsday 9 Dcmbr 2009 FLOODING, FLOOD MODELLING AND FLOOD MAPPING COMMUNICATION
More information(, ) which is a positively sloping curve showing (Y,r) for which the money market is in equilibrium. The P = (1.4)
ots lctu Th IS/LM modl fo an opn conomy is basd on a fixd pic lvl (vy sticky pics) and consists of a goods makt and a mony makt. Th goods makt is Y C+ I + G+ X εq (.) E SEK wh ε = is th al xchang at, E
More informationLast Lecture Summary ADALINE
Lat Lctu Summa ADALIN Analtical Solution Gadint Bad Laning Batch Laning Incmntal Laning Laning Rat Adatation Statitical Inttation Aland Bnadino al@i.it.utl.t Machin Laning 9/ ADALIN N l l l T Aland Bnadino
More informationCOMPSCI 230 Discrete Math Trees March 21, / 22
COMPSCI 230 Dict Math Mach 21, 2017 COMPSCI 230 Dict Math Mach 21, 2017 1 / 22 Ovviw 1 A Simpl Splling Chck Nomnclatu 2 aval Od Dpth-it aval Od Badth-it aval Od COMPSCI 230 Dict Math Mach 21, 2017 2 /
More informationIndependence Update. Inspire to Learn. Empower to Excel. The Knights Code Integrity Unity Loyalty Courage Perseverance Service
Idpdc Upda F E B R U A R Y 3, 2 0 1 7 Ipi o La. Empow o Excl. Th Kigh Cod Igiy Uiy Loyaly Couag Pvac Svic I N S I D E T H I S I S S U E : Impoa Da 2 Kigh i Acio 3 Fom Coulig 4 Aoucm 5 Sio Pag 6 Royal Tyou
More informationCredits. May Enhanced photo from clipart.com. June Enhanced photo from NASA. July Composite of photos from clipart.com.
04 Cdits All spac photos cam fom NASA wbsit and hav bn nhancd. A dsciption of th photo is givn whn availabl. Imag Cdit: NASA, NOAO, ESA and Th Hubbl Hitag Tam (STScI/AURA) All oth photos w takn fom clipat.com,
More informationCDS 101/110: Lecture 7.1 Loop Analysis of Feedback Systems
CDS 11/11: Lctu 7.1 Loop Analysis of Fdback Systms Novmb 7 216 Goals: Intoduc concpt of loop analysis Show how to comput closd loop stability fom opn loop poptis Dscib th Nyquist stability cition fo stability
More informationLoss factor for a clamped edge circular plate subjected to an eccentric loading
ndian ounal of Engining & Matials Scincs Vol., Apil 4, pp. 79-84 Loss facto fo a clapd dg cicula plat subjctd to an ccntic loading M K Gupta a & S P Niga b a Mchanical Engining Dpatnt, National nstitut
More informationInvestigation Effect of Outage Line on the Transmission Line for Karbalaa-132Kv Zone in Iraqi Network
Intnational Rsach Jounal of Engining and Tchnology (IRJET) -ISSN: - Volum: Issu: Jun - www.ijt.nt p-issn: - Invstigation Effct of Outag on th Tansmission fo Kabalaa-Kv Zon in Iaqi Ntwok Rashid H. AL-Rubayi
More informationbiologically-inspired computing lecture 9 Informatics luis rocha 2015 INDIANA UNIVERSITY biologically Inspired computing
luis ocha 25 lectue 9 -inspied luis ocha 25 Sections I485/H4 couse outlook Assignments: 35% Students will complete 4/5 assignments based on algoithms pesented in class Lab meets in I (West) 9 on Lab Wednesdays
More informationCHAPTER 5 CIRCULAR MOTION
CHAPTER 5 CIRCULAR MOTION and GRAVITATION 5.1 CENTRIPETAL FORCE It is known that if a paticl mos with constant spd in a cicula path of adius, it acquis a cntiptal acclation du to th chang in th diction
More informationThe Presidency Club Newsletter. April 2014 / Chennai
Th Pidncy Club Nwltt Apil 2014 / Chnnai Failawn Apil 2014-BON.indd 1 4/9/2014 7:38:39 PM CONTENT 05 06 10 12 14 pag pag pag pag pag Sctay Not Puthandu Thiuvizha 2014 KTC Mak Tounamnt 2014 Mmb Nit Aita
More informationInternational Journal of Industrial Engineering Computations
Intnational Jounal of Industial Engining Computations 5 (4 65 74 Contnts lists availabl at GowingScinc Intnational Jounal of Industial Engining Computations hompag: www.gowingscinc.com/ijic A nw modl fo
More informationUsing Laplace Transform to Evaluate Improper Integrals Chii-Huei Yu
Available at https://edupediapublicationsog/jounals Volume 3 Issue 4 Febuay 216 Using Laplace Tansfom to Evaluate Impope Integals Chii-Huei Yu Depatment of Infomation Technology, Nan Jeon Univesity of
More informationExtinction Ratio and Power Penalty
Application Not: HFAN-.. Rv.; 4/8 Extinction Ratio and ow nalty AVALABLE Backgound Extinction atio is an impotant paamt includd in th spcifications of most fib-optic tanscivs. h pupos of this application
More informationCBSE-XII-2013 EXAMINATION (MATHEMATICS) The value of determinant of skew symmetric matrix of odd order is always equal to zero.
CBSE-XII- EXAMINATION (MATHEMATICS) Cod : 6/ Gnal Instuctions : (i) All qustions a compulso. (ii) Th qustion pap consists of 9 qustions dividd into th sctions A, B and C. Sction A compiss of qustions of
More informationMagnetometer Calibration Algorithm Based on Analytic Geometry Transform Yongjian Yang, Xiaolong Xiao1,Wu Liao
nd Intenational Foum on Electical Engineeing and Automation (IFEEA 5 Magnetomete Calibation Algoithm Based on Analytic Geomety ansfom Yongjian Yang, Xiaolong Xiao,u Liao College of Compute Science and
More informationSolutions to Supplementary Problems
Solution to Supplmntay Poblm Chapt Solution. Fomula (.4): g d G + g : E ping th void atio: G d 2.7 9.8 0.56 (56%) 7 mg Fomula (.6): S Fomula (.40): g d E ping at contnt: S m G 0.56 0.5 0. (%) 2.7 + m E
More informationAakash. For Class XII Studying / Passed Students. Physics, Chemistry & Mathematics
Aakash A UNIQUE PPRTUNITY T HELP YU FULFIL YUR DREAMS Fo Class XII Studying / Passd Studnts Physics, Chmisty & Mathmatics Rgistd ffic: Aakash Tow, 8, Pusa Road, Nw Dlhi-0005. Ph.: (0) 4763456 Fax: (0)
More informationPractice Integration Math 120 Calculus I Fall 2015
Pactice Integation Math 0 Calculus I Fall 05 Hee s a list of pactice eecises. Thee s a hint fo each one as well as an answe with intemediate steps... ( + d. Hint. Answe. ( 8 t + t + This fist set of indefinite
More informationPractice Integration Math 120 Calculus I D Joyce, Fall 2013
Pactice Integation Math 0 Calculus I D Joyce, Fall 0 This fist set of indefinite integals, that is, antideivatives, only depends on a few pinciples of integation, the fist being that integation is invese
More informationGAUSS PLANETARY EQUATIONS IN A NON-SINGULAR GRAVITATIONAL POTENTIAL
GAUSS PLANETARY EQUATIONS IN A NON-SINGULAR GRAVITATIONAL POTENTIAL Ioannis Iaklis Haanas * and Michal Hany# * Dpatmnt of Physics and Astonomy, Yok Univsity 34 A Pti Scinc Building Noth Yok, Ontaio, M3J-P3,
More informationEVOLUTIONARY COMPUTING FOR METALS PROPERTIES MODELLING
EVOLUTIONARY COMPUTING FOR METALS PROPERTIES MODELLING M.F. Abbod*, M. Mahfouf, D.A. Linkens and Sellas, C.M. IMMPETUS Institute fo Micostuctue and Mechanical Popeties Engineeing, The Univesity of Sheffield
More informationON A GENERALIZED PROBABILITY DISTRIBUTION IN ASSOCIATION WITH ALEPH ( ) - FUNCTION
Intnational Jounal of Engining, Scinc and athmatic Vol. 8, Iu, Januay 8, ISSN: 3-94 Impact Facto: 6.765 Jounal Hompag: http://www.ijm.co.in, Email: ijmj@gmail.com Doubl-Blind P Riwd Rfd Opn Acc Intnational
More informationBrief on APSCO Data Sharing Service Platform Project
Brif on APSCO Data Sharing Srvic Platform Projct Bijing China, Novmbr, 2012 Origin - Originally, this projct proposal was put forward during th First Exprt Group Mting on Futur Plan (EGMFP-1) of Spac Activitis
More informationMid Year Examination F.4 Mathematics Module 1 (Calculus & Statistics) Suggested Solutions
Mid Ya Eamination 3 F. Matmatics Modul (Calculus & Statistics) Suggstd Solutions Ma pp-: 3 maks - Ma pp- fo ac qustion: mak. - Sam typ of pp- would not b countd twic fom wol pap. - In any cas, no pp maks
More information(c) Availability of State Government run similar school / Hostel within 2 km of this school.
1. am f Schm: Grant in aid t Vluntary Organizatin wrking fr Schduld Cat (Ridntial n ridntial Schl Htl) 2. Dat f npctin: (i) Tim f cmmncmnt f inpctin: (ii) Tim f cmpltin f inpctin: 3. Cmpitin f th npctin
More informationRewriting Equations and Formulas. Write original equation.
Page 1 of 7 1.4 Rewiting Equations and Fomulas What you should lean GOAL 1 Rewite equations with moe than one vaiale. GOAL Rewite common fomulas, as applied in Example 5. Why you should lean it To solve
More informationADDITIVE INTEGRAL FUNCTIONS IN VALUED FIELDS. Ghiocel Groza*, S. M. Ali Khan** 1. Introduction
ADDITIVE INTEGRAL FUNCTIONS IN VALUED FIELDS Ghiocl Goza*, S. M. Ali Khan** Abstact Th additiv intgal functions with th cofficints in a comlt non-achimdan algbaically closd fild of chaactistic 0 a studid.
More informationFW Laboratory Exercise. Survival Estimation from Banded/Tagged Animals. Year No. i Tagged
FW66 -- Laboatoy Execise uvival Estimation fom Banded/Tagged Animals Conside a geogaphically closed population of tout (Youngs and Robson 97). The adults ae tagged duing fall spawning, and subsequently
More informationAn Elementary Approach to a Model Problem of Lagerstrom
An Elmntay Appoach to a Modl Poblm of Lagstom S. P. Hastings and J. B. McLod Mach 7, 8 Abstact Th quation studid is u + n u + u u = ; with bounday conditions u () = ; u () =. This modl quation has bn studid
More informationAspects of Modelling: Examples from Consideration of Unusual Movements. in Crash Simulation
Examples fom Consideation of Unusual Movements Univ.-Pof. D.-Ing. Matin Meywek Depatment of Automotive and Powe Tain Engineeing Helmut-Schmidt-Univesity Univesity of the Fedeal Amed Foces, Hambug 1/17
More informationANALYSIS OF INFLUENCE ON MECHANICAL DESIGN PROCESS BY BIM SPREAD - CONSCIOUSNESS SURVEY TO BIM BY QUESTIONNAIRE OF MECHANICAL ENGINEER -
Pocdings of Building Simulation 2011: 12th Confnc of Intnational Building Pfomanc Simulation Association, Sydny, 14-16 Novmb. ANALYSIS OF INFLUENCE ON MECHANICAL DESIGN PROCESS BY BIM SPREAD - CONSCIOUSNESS
More informationCDS 101: Lecture 7.1 Loop Analysis of Feedback Systems
CDS : Lct 7. Loop Analsis of Fback Sstms Richa M. Ma Goals: Show how to compt clos loop stabilit fom opn loop poptis Dscib th Nqist stabilit cition fo stabilit of fback sstms Dfin gain an phas magin an
More informationMath 151 Homework 2 Solutions (Winter 2015)
Math 5 Homewo 2 Solutions (Winte 25 Polem 3. (a Let A and A 2 e the events that the fist and the second selected alls, espectively, ae white. Also let B and B 2 e the events that the thid and the fouth
More informationCOMMUNITY LEGAL CLINIC OF YORK REGION 21 DUNLOP ST., SUITE 200 RICHMOND HILL, ON., L4C 2M6
B T T D I G 1 0 D o u g l a s o a d U x b r i d g e, O. L 9 P 1 9 HHAngus & Associates Limited Consulting ngineers 1127 Leslie treet, Toronto, O, M3C 2J6 Canada GAL OT THI DAWIG I TH POPTY OF BTT DIG AOCIAT
More informationRotational Kinetic Energy
Add Impotant Rotational Kinetic Enegy Page: 353 NGSS Standad: N/A Rotational Kinetic Enegy MA Cuiculum Famewok (006):.1,.,.3 AP Phyic 1 Leaning Objective: N/A, but olling poblem have appeaed on peviou
More information217Plus TM Integrated Circuit Failure Rate Models
T h I AC 27Plu s T M i n t g at d c i c u i t a n d i n d u c to Fa i lu at M o d l s David Nicholls, IAC (Quantion Solutions Incoatd) In a pvious issu o th IAC Jounal [nc ], w povidd a highlvl intoduction
More informationC3 Interactions transfer momentum. C4 - Particles and Systems. General Physics 1
C3 Inteactions tansfe momentum C4 - Paticles and Systems Geneal Physics 1 Solutions to HW Download PobViewe 1.4 www.physics.pomona.edu/sixideas/sicp.html Passwod fo daily HW poblems kllxjks8 Geneal Physics
More informationExploration of the three-person duel
Exploation of the thee-peson duel Andy Paish 15 August 2006 1 The duel Pictue a duel: two shootes facing one anothe, taking tuns fiing at one anothe, each with a fixed pobability of hitting his opponent.
More informationORBITAL TO GEOCENTRIC EQUATORIAL COORDINATE SYSTEM TRANSFORMATION. x y z. x y z GEOCENTRIC EQUTORIAL TO ROTATING COORDINATE SYSTEM TRANSFORMATION
ORITL TO GEOCENTRIC EQUTORIL COORDINTE SYSTEM TRNSFORMTION z i i i = (coωcoω in Ωcoiinω) (in Ωcoω + coωcoiinω) iniinω ( coωinω in Ωcoi coω) ( in Ωinω + coωcoicoω) in icoω in Ωini coωini coi z o o o GEOCENTRIC
More informationMathematical Model for Expediting the Execution of Projects under Uncertainty
Intnational Jounal of Computational Engining & Managmnt, Vol. 4, Octob 20 ISSN (Onlin): 2230-7893 www..og 35 Mathmatical Modl fo Expditing th Excution of Pojcts und Unctainty Ashok Mohanty, Biswajit Satpathy
More informationb Ψ Ψ Principles of Organic Chemistry lecture 22, page 1
Pinciples of Oganic Chemisty lectue, page. Basis fo LCAO and Hückel MO Theoy.. Souces... Hypephysics online. http://hypephysics.phy-ast.gsu.edu/hbase/quantum/qm.html#c... Zimmeman, H. E., Quantum Mechanics
More information2011 HSC Mathematics Extension 1 Solutions
0 HSC Mathmatics Etsio Solutios Qustio, (a) A B 9, (b) : 9, P 5 0, 5 5 7, si cos si d d by th quotit ul si (c) 0 si cos si si cos si 0 0 () I u du d u cos d u.du cos (f) f l Now 0 fo all l l fo all Rag
More informationAP Physics C: Electricity and Magnetism 2001 Scoring Guidelines
AP Physics C: Electicity and Magnetism 1 Scoing Guidelines The mateials included in these files ae intended fo non-commecial use by AP teaches fo couse and exam pepaation; pemission fo any othe use must
More informationPearson s Chi-Square Test Modifications for Comparison of Unweighted and Weighted Histograms and Two Weighted Histograms
Peason s Chi-Squae Test Modifications fo Compaison of Unweighted and Weighted Histogams and Two Weighted Histogams Univesity of Akueyi, Bogi, v/noduslód, IS-6 Akueyi, Iceland E-mail: nikolai@unak.is Two
More informationPhysics 111. Lecture 38 (Walker: ) Phase Change Latent Heat. May 6, The Three Basic Phases of Matter. Solid Liquid Gas
Physics 111 Lctu 38 (Walk: 17.4-5) Phas Chang May 6, 2009 Lctu 38 1/26 Th Th Basic Phass of Matt Solid Liquid Gas Squnc of incasing molcul motion (and ngy) Lctu 38 2/26 If a liquid is put into a sald contain
More informationFins up! jimmy buffett concert. FRISCO, TX 234 miles. Parrotheads this way. No passportrequired. & pre-concert tailgate party
May 2016 Fin up! no hit, no ho, no poblm jimmy bufftt conct & p-conct tailgat paty May 28 in Fico, xa Paothad thi way FRISCO, X 234 mil No papotquid Gand piz includ two tickt to th Jimmy Bufftt and Coal
More informationMath 1105: Calculus I (Math/Sci majors) MWF 11am / 12pm, Campion 235 Written homework 3
Math : alculus I Math/Sci majos MWF am / pm, ampion Witten homewok Review: p 94, p 977,8,9,6, 6: p 46, 6: p 4964b,c,69, 6: p 47,6 p 94, Evaluate the following it by identifying the integal that it epesents:
More informationeksguyky lq[kkfm+;k fo'ofo ky;] mn;iqj MOHANLAL SUKHADIA UNIVERSITY : UDAIPUR
S. No. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 ksguyky lq[kkfm+;k fo'ofo ky;] mn;iqj No. F. /MLSU/Rctt./27/3-A Datd :.08.27 DETAILED ADVERTISEMENT FOR VARIOUS NON TEACHING POSTS Onlin Applications ar invitd for
More informationAP Physics C: Electricity and Magnetism 2003 Scoring Guidelines
AP Physics C: Electicity and Magnetism 3 Scoing Guidelines The mateials included in these files ae intended fo use by AP teaches fo couse and exam pepaation; pemission fo any othe use must be sought fom
More informationIntroduction and Vectors
SOLUTIONS TO PROBLEMS Intoduction and Vectos Section 1.1 Standads of Length, Mass, and Time *P1.4 Fo eithe sphee the volume is V = 4! and the mass is m =!V =! 4. We divide this equation fo the lage sphee
More information1. A stone falls from a platform 18 m high. When will it hit the ground? (a) 1.74 s (b) 1.83 s (c) 1.92 s (d) 2.01 s
1. A stone falls fom a platfom 18 m high. When will it hit the gound? (a) 1.74 s (b) 1.83 s (c) 1.9 s (d).01 s Constant acceleation D = v 0 t + ½ a t. Which, if any, of these foces causes the otation of
More informationJob Description Summary:
Fom WHITE FRONTIER LTD Nicolas Roti chmin ds moulins 53 1936 Vi M. +41799391173 E. nico@hitfonti.ch To D. Michal Zpf Stphanusst. 8 D 82166 Gaflfing.domns.og Dat 24/09/15 Rfing Had B Jo dsciption Catd in
More informationMATHEMATICS GRADE 12 SESSION 38 (LEARNER NOTES)
EXAM PREPARATION PAPER (A) Leane Note: In this session you will be given the oppotunity to wok on a past examination pape (Feb/Ma 010 DoE Pape ). The pape consists of 1 questions. Question 1, and will
More informationMotion in One Dimension
Motion in One Dimension Intoduction: In this lab, you will investigate the motion of a olling cat as it tavels in a staight line. Although this setup may seem ovesimplified, you will soon see that a detailed
More informationPHYSICS W term 2
PHYSICS 153 08W tem Electicity, Magnetism, Electomagnetic Waves, Optics Pof. W. McCutcheon Henn. 81 604-8-634 mccutche@phas.ubc.ca Office hous: Monday 10:30-11:30 Fiday 10:30-11:30 o by appointment Text:
More informationChapter Introduction to Finite Element Methods
Chapte 1.4 Intoduction to Finite Element Methods Afte eading this chapte, you should e ale to: 1. Undestand the asics of finite element methods using a one-dimensional polem. In the last fifty yeas, the
More informationPrediction of Motion Trajectories Based on Markov Chains
2011 Intenational Confeence on Compute Science and Infomation Technology (ICCSIT 2011) IPCSIT vol. 51 (2012) (2012) IACSIT Pess, Singapoe DOI: 10.7763/IPCSIT.2012.V51.50 Pediction of Motion Tajectoies
More informationSTiCM. Select / Special Topics in Classical Mechanics. STiCM Lecture 11: Unit 3 Physical Quantities scalars, vectors. P. C.
STiCM Slct / Spcial Topics in Classical Mchanics P. C. Dshmukh Dpatmnt of Phsics Indian Institut of Tchnolog Madas Chnnai 600036 pcd@phsics.iitm.ac.in STiCM Lctu 11: Unit 3 Phsical Quantitis scalas, vctos.
More informationSUPPLEMENTARY INFORMATION
SUPPLMNTARY INFORMATION. Dtmin th gat inducd bgap cai concntation. Th fild inducd bgap cai concntation in bilay gaphn a indpndntly vaid by contolling th both th top bottom displacmnt lctical filds D t
More informationLecture 22. PE = GMm r TE = GMm 2a. T 2 = 4π 2 GM. Main points of today s lecture: Gravitational potential energy: Total energy of orbit:
Lectue Main points of today s lectue: Gavitational potential enegy: Total enegy of obit: PE = GMm TE = GMm a Keple s laws and the elation between the obital peiod and obital adius. T = 4π GM a3 Midtem
More informationVectors Serway and Jewett Chapter 3
Vectos Sewa and Jewett Chapte 3 Scalas and Vectos Vecto Components and Aithmetic Vectos in 3 Dimensions Unit vectos i, j, k Pactice Poblems: Chapte 3, poblems 9, 19, 31, 45, 55, 61 Phsical quantities ae
More informationSTAFF SELECTION COMMISSION COMPLETE EXAM DETAILS
STAFF SELECTION COMMISSION COMPLETE EXAM DETAILS SSC MTS Pp-1 Exm Pttn Pp-1 i n onlin pp hving multipl choic qution in ction: Roning, Englih Lngug, Numicl Aptitud nd Gnl Awn Th nti pp i of totl 1 m nd
More informationNear Space Hypersonic Unmanned Aerial Vehicle Dynamic Surface Backstepping Control Design
Snsos & ansducs Vol. 74 Issu 7 uly 4 pp. 9-97 Snsos & ansducs 4 by IFSA Publishing S. L. http://www.snsospotal.com Na Spac Hypsonic Unmannd Aial Vhicl Dynamic Sufac Backstpping Contol Dsign inyong YU i
More informationPhysics: Work & Energy Beyond Earth Guided Inquiry
Physics: Wok & Enegy Beyond Eath Guided Inquiy Elliptical Obits Keple s Fist Law states that all planets move in an elliptical path aound the Sun. This concept can be extended to celestial bodies beyond
More informationPart V: Closed-form solutions to Loop Closure Equations
Pat V: Closed-fom solutions to Loop Closue Equations This section will eview the closed-fom solutions techniques fo loop closue equations. The following thee cases will be consideed. ) Two unknown angles
More informationCentral Coverage Bayes Prediction Intervals for the Generalized Pareto Distribution
Statistics Reseach Lettes Vol. Iss., Novembe Cental Coveage Bayes Pediction Intevals fo the Genealized Paeto Distibution Gyan Pakash Depatment of Community Medicine S. N. Medical College, Aga, U. P., India
More informationEXTRA HOTS PROBLEMS. (5 marks) Given : t 3. = a + (n 1)d = 3p 2q + (n 1) (q p) t 10. = 3p 2q + (10 1) (q p) = 3p 2q + 9 (q p) = 3p 2q + 9q 9p = 7q 6p
MT EDUCARE LTD. EXTRA HOTS PROBLEMS HOTS SUMS CHAPTER : - ARITHMETIC PROGRESSION AND GEOMETRIC PROGRESSION. If 3 d tem of an A.P. is p and the 4 th tem is q. Find its n th tem and hence find its 0 th tem.
More informationSolving Some Definite Integrals Using Parseval s Theorem
Ameican Jounal of Numeical Analysis 4 Vol. No. 6-64 Available online at http://pubs.sciepub.com/ajna///5 Science and Education Publishing DOI:.69/ajna---5 Solving Some Definite Integals Using Paseval s
More informationCollective Focusing of a Neutralized Intense Ion Beam Propagating Along a Weak Solenodial Magnetic Field
Havy Ion Fusion Scinc Vitual National Laoatoy Collctiv Focusing of a Nutalizd Intns Ion Bam Popagating Along a Wak Solnodial Magntic Fild M. Dof (LLNL) In collaoation with I. Kaganovich, E. Statsv, and
More informationSynthesis of Epichlorohydrin from Glycerol. Hydrochlorination of Glycerol
Synthesis of Epichloohydin fom yceol. Hydochloination of yceol Geogy Dmitiev S.*, Leonid Zanaveskin N. Fedeation State Unitay Oganization "Kapov Institute of Physical hemisty" Russia, Moscow, Minusinskaya
More information3-Axis Vector Magnet: Construction and Characterisation of Split Coils at RT. Semester Project Petar Jurcevic
3-Axis Vecto Magnet: Constuction and Chaacteisation of Split Coils at RT Semeste Poject Peta Jucevic Outline Field Calculation and Simulation Constuction Details Field Calculations Chaacteization at RT
More information일부지역의치과병 의원선택요인의중요도와영향. Importance and Influence in Factors of Selecting Dental Clinics in Some Regions
Journal of Dntal Hygin Scinc Vol. 10, No. 1 pp. 45~54 (2010) 일부지역의치과병 의원선택요인의중요도와영향 Á ƒ w w, 1 w w Importanc and Influnc in Factors of Slcting Dntal Clinics in Som Rgions A-Jong Chun and Ka-Yan L 1 Dpartmnt
More informationClassification and Ordering of Portfolios and of New Insured Unities of Risks
Classification and Odeing of Potfolios and of New Insued Unities of Risks Augusto Feddi, Giulia Sagenti Univesity of Rome La Sapienza Depatment of Actuaial and Financial Sciences 36th Intenational ASTIN
More informationPotential Energy and Conservation of Energy
Potential Enegy and Consevation of Enegy Consevative Foces Definition: Consevative Foce If the wok done by a foce in moving an object fom an initial point to a final point is independent of the path (A
More informationChapter 5. Applying Newton s Laws. Newton s Laws. r r. 1 st Law: An object at rest or traveling in uniform. 2 nd Law:
Chapte 5 Applying Newton s Laws Newton s Laws st Law: An object at est o taveling in unifom motion will emain at est o taveling in unifom motion unless and until an extenal foce is applied net ma nd Law:
More informationApplication of Parseval s Theorem on Evaluating Some Definite Integrals
Tukish Jounal of Analysis and Numbe Theoy, 4, Vol., No., -5 Available online at http://pubs.sciepub.com/tjant/// Science and Education Publishing DOI:.69/tjant--- Application of Paseval s Theoem on Evaluating
More informationCDS 110b: Lecture 8-1 Robust Stability
DS 0b: Lct 8- Robst Stabilit Richad M. Ma 3 Fba 006 Goals: Dscib mthods fo psnting nmodld dnamics Div conditions fo obst stabilit Rading: DFT, Sctions 4.-4.3 3 Fb 06 R. M. Ma, altch Gam lan: Robst fomanc
More informationArts and Sciences Division Course Rotation Schedule
Arts and Sciences Division Course Rotation Schedule DEPT NUMBER COURSE NAME SUMMER FALL SPRING ACCT 2113 Financial Accounting X X ACCT 2213 Managerial Accounting X X ACCT 2773 Micro-Accounting w/integrated
More informationFourier transforms (Chapter 15) Fourier integrals are generalizations of Fourier series. The series representation
Pof. D. I. Nass Phys57 (T-3) Sptmb 8, 03 Foui_Tansf_phys57_T3 Foui tansfoms (Chapt 5) Foui intgals a gnalizations of Foui sis. Th sis psntation a0 nπx nπx f ( x) = + [ an cos + bn sin ] n = of a function
More informationSUNWAY UNIVERSITY BUSINESS SCHOOL SAMPLE FINAL EXAMINATION FOR FIN 3024 INVESTMENT MANAGEMENT
UNWA UNIVRIT BUIN HOOL AMPL FINAL AMINATION FOR FIN 34 INVTMNT MANAGMNT TION A A ALL qto th cto. Qto tha kg facg fo a ca. Th local bak ha ag to gv hm a loa fo 9% of th cot of th ca h ll pay th t cah a
More informationF g. = G mm. m 1. = 7.0 kg m 2. = 5.5 kg r = 0.60 m G = N m 2 kg 2 = = N
Chapte answes Heinemann Physics 4e Section. Woked example: Ty youself.. GRAVITATIONAL ATTRACTION BETWEEN SMALL OBJECTS Two bowling balls ae sitting next to each othe on a shelf so that the centes of the
More informationValue Prediction with FA. Chapter 8: Generalization and Function Approximation. Adapt Supervised Learning Algorithms. Backups as Training Examples [ ]
Chapte 8: Genealization and Function Appoximation Objectives of this chapte:! Look at how expeience with a limited pat of the state set be used to poduce good behavio ove a much lage pat.! Oveview of function
More informationGROWTH ESTIMATES THROUGH SCALING FOR QUASILINEAR PARTIAL DIFFERENTIAL EQUATIONS
Annales Academiæ Scientiaum Fennicæ Mathematica Volumen 32, 2007, 595 599 GROWTH ESTIMATES THROUGH SCALING FOR QUASILINEAR PARTIAL DIFFERENTIAL EQUATIONS Teo Kilpeläinen, Henik Shahgholian and Xiao Zhong
More informationCentripetal Force OBJECTIVE INTRODUCTION APPARATUS THEORY
Centipetal Foce OBJECTIVE To veify that a mass moving in cicula motion expeiences a foce diected towad the cente of its cicula path. To detemine how the mass, velocity, and adius affect a paticle's centipetal
More informationTransfer Equivalency Table
Thursday, May 0, 08 The equivalency tables contains an historical list of courses that students have transferred from a growing list of colleges and universities to the University of Memphis. The tables
More informationChapter 8: Generalization and Function Approximation
Chapte 8: Genealization and Function Appoximation Objectives of this chapte: Look at how expeience with a limited pat of the state set be used to poduce good behavio ove a much lage pat. Oveview of function
More informationDepartment of Physics, Korea University Page 1 of 5
Name: Depatment: Student ID #: Notice ˆ + ( 1) points pe coect (incoect) answe. ˆ No penalty fo an unansweed question. ˆ Fill the blank ( ) with ( ) if the statement is coect (incoect). ˆ : coections to
More informationINTRODUCTION. 2. Vectors in Physics 1
INTRODUCTION Vectos ae used in physics to extend the study of motion fom one dimension to two dimensions Vectos ae indispensable when a physical quantity has a diection associated with it As an example,
More informationCBN 98-1 Developable constant perimeter surfaces: Application to the end design of a tape-wound quadrupole saddle coil
CBN 98-1 Developale constant peimete sufaces: Application to the end design of a tape-wound quadupole saddle coil G. Dugan Laoatoy of Nuclea Studies Conell Univesity Ithaca, NY 14853 1. Intoduction Constant
More informationParameter Choice for ILC (Very Low Charge Case)
Paramtr Choic for ILC (Vr Low Charg Cas) J. GAO Institut of High Enrg Phsics Chins Acadm of Scincs Snowmass ILC Workshop, August 14-7, 005 Contnt Dsign philosoph Paramtr rlations Paramtr proposal for ILC
More informationA scaling-up methodology for co-rotating twin-screw extruders
A scaling-up methodology fo co-otating twin-scew extudes A. Gaspa-Cunha, J. A. Covas Institute fo Polymes and Composites/I3N, Univesity of Minho, Guimaães 4800-058, Potugal Abstact. Scaling-up of co-otating
More information