Job Description Summary:

Size: px
Start display at page:

Download "Job Description Summary:"

Transcription

1 Fom WHITE FRONTIER LTD Nicolas Roti chmin ds moulins Vi M E. To D. Michal Zpf Stphanusst. 8 D Gaflfing.domns.og Dat 24/09/15 Rfing Had B Jo dsciption Catd in 2014 and nstd in th Siss alps clos to th fid Mcca of Vi, Whit Fonti LTD is a Siss Pofssional Caft B focusd on xploation and th fid spiit. It s mission is to ing consums off pist offing dlicious and innovativ s ith a constant focus on qualit. Equippd ith a stat of th at full automatd BauKon, including automatd CIP, it s installd in on of th lagst in poducing facilit in Sitzland, lading to intsting collaoation of thos to thilling industis. B patning ith spots pofssionals, comptitions and spots ands on a psonal & pofssional lvl (Xavi d l Ru, Fid Wold Tou, Th Faction Collctiv), Whit Fonti aims at plicating that concpt in oth challnging nvionmnts h thi consums njo pushing thi on limits. With it s 30HL Bhous, and a id ang of fmnting tanks, th focus is no on innovation, goth, gat xpinc along th a. Chck out.hitfonti.ch to discov ou old. Jo Dsciption Summa: Th Had B is sponsil fo opating th and lading th ing tam to consistntl poduc top qualit in th safst and most fficint mann possil. Th Had B is also sponsil fo kping Whit Fonti LTD on th fofont of ing innovation, xcllnc, and sustainailit. Th Had B ill tach, tain, and go th ing tam to ll-oundd, top s in th indust and com amassados in vnts and acoss th pofssion. Th had B ill collaoat ith th founds at th managial lvl. His lvl of pofssionalism must as ll dvlopd as his humou and high ng. W liv in oldnss. W thiv to xplo. IDE / TVA / VAT CHE Cdit Suiss IBAN CH Sift-BIC CRESCHZZ80A

2 Finishd B Poduction and Pocss Impovmnt: Qualit Finishd B Poduction is ultimatl th most impotant pat of th Had B s jo. Th poducd Whit Fonti LTD has to consistnt, f fom dfcts, tu to stl and of th highst qualit. As a aiming at ing on lad in qualit, Whit Fonti LTD dpnds on th Had B to mak v dcision and action ith Qualit in mind. Th Had B dos th da to da ing and clla opations and oks in conct ith th packaging & logistics tam to insu that onl th v st poducts ach ou customs and constitunt patns. Th Had B monitos v function of th Bing Dpatmnt and alts upp managmnt of an fosn issus in th pocss. I. Tack and anals pfomanc on a dail asis to idntif gaps and oppotunitis to continuousl impov th qualit, consistnc, and cost of ou poducts II. Povid th futu s and clla opatos ith th soucs and guidanc th nd to maintain opations ithin Qualit tolancs III. Oganis Tast panls and tain mplos and amassados to snso analsis Maintain an adquat suppl of qualit malt, hops and oth supplis to kp up ith poduction, and dvlop sngis ith find is V. Qualif n supplis and kp cods of suppli issus and pfomanc to assist in dtmining annual suppli dcisions Essntial Dutis and Rsponsiilitis: Lad: Th Had B is sponsil fo taining, guiding and going th ing/clla tam to com ducatd, fficint, innovativ and ll-oundd s. I. Lad xampl and st Saft Fist cultu alas aing PPE, and looking out fo th ll-ing of th staff ith idntification and coct hazads and nvionmntal concns in a timl mann II. With th makting tam, Lad n poduct dvlopmnt ith cip fomulation and innovativ tchniqus to cat

3 III. xciting flavou xpincs hil coodinating ith th managmnt tam to adh to siss & intnational lalling guidlins and poduct launch tim fams Hav a taining plan of continuing ducation fo thmslvs and ach mm of th ing tam to constantl impov knoldg as on ing and th indust Maintain positiv tamok nvionmnt ith constant communication and coodinat ith packaging and ahous tams to scalat an issus in a timl fashion that could impact poduction goals V. Oganis and unit th tam ith constant communication on pfomanc and focusd ojctivs and goals insid th Dcision Making/Rsponsiilitis: Man of th majo qualit dcisions a don at a tam lvl ut this manag has th authoit to mak dcision fo his dpatmnt in kping ith compan goals and ojctivs. Amassado: Th Had B is on of th pmi makting soucs of th Whit Fonti LTD staff, psnting th Compan at intnal and xtnal vnts. I. Collaoat ith th vnt su-compan Whit Fonti B Sàl fo in-hous and xtnal tous and vnts nsuing psnt th ll at ach occasion. II. Giv VIP tous that conv th s passion, conv th distinctions of ou in th caft indust and adjust contnt to th audinc. III. B th pima point of contact fo ou matial supplis, and mdiat an qualit and suppl issus. Paticipat in vnts h ndd and psnt ou ith passion and pofssionalism. Knoldg, Skills & Ailitis Th Had B must possss:

4 I. Managmnt skills: This position quis good tim managmnt, cativit, communication, toulshooting, tamok, pojct managmnt and popl skills. II. Planning and schduling of okfoc and poduction to mt packaging, shipping, and n poduct launch ojctivs. III. Toulshooting, pocss impovmnt, and cativ cip dvlopmnt ill a constant dmand. Must al to valuat, dvlop and xcut taining plans fo Bing/Clla staff V. Communication skills (Intpsonal, tamok, psntation, positiv attitud) VI. Continuous Impovmnt VII. Softa (Micosoft Offic Suit, BauKon BauContol a plus) VIII. Mchanical (PM, Kons, GAI a plus) IX. Elctical PLC knoldg a plus X. Wlding capailit is a plus XI. An undstanding of Laoato Opations / Qualit Assuanc / Qualit Contol, ith a asic knoldg of chmist and iolog XII. Pvious Packaging, ottling and acking xpinc to hlp toulshoot XIII. A stong ok thic and th ailit to multi-task; t sta focusd on compan tagts & ojctivs X Flxiilit to do hatv it taks to gt th jo don ight XV. Th Had B must al to otain th Fok Lift Ctification fom Sitzland Minimum Education &/o Expinc quid: I. English ok poficinc + Fnch o gman ok poficinc II. A fomal ing ducation fom a cditd ing pogam o pofssional ing xpinc is considd aov all ls (Sil, Luvn, Wihnstphan, Domns ) III. Univsit Dg in a latd tchnical fild (Scinc o Engining) o quivalnt Minimum of th as of xpinc in a Commcial Poduction B (30HL al hous, al aging, sou poduction, pilot ing, installation a plus)

5 Phsical dmands-th H. B must al to: I. Fquntl stand fo th duation of th shift, alk, nd ov, tist, knl, clim, stoop and couch. This position quis th ailit to outinl and patdl lift up to 25kg and manouv 70 kg patdl II. Us thi hands to pfom fin manipulation, handl o fl, and must al to ach ith hands and ams III. Idntif poduct dficincis (colo, smll, tast). This quis having clos, distanc, colo and piphal vision as ll as dpth pcption and th ailit to adjust focus This position quis pop handling of hazadous matials and opation of complx moving machin V. Whil pfoming th dutis of this jo, th mplo is gulal xposd to a damp, t nvionmnt ith hot liquids, aion paticls, chmicals, and moving machin. Th nois lvl in th ok nvionmnt can v loud. Wok Envionmnt: I. It is xpctd fom all mplos to njo th gat outdoos II. Collaoation is ncouagd. Whit Fonti oks v closl ith th in indust and aim at innovating togth. Th spct of th sist compan s ok standad is xpctd. Compnsation: Binging ou xpinc to a ll fundd stat-up in th middl of th alps. Possiilit to actuall and contiut to th goth of an xciting n compan ith xciting ojctivs & xtnsiv ntok Join a v divs tam of highl skilld pofssionals Comptitiv sala and social nfits Ski-Pass 4d compan ca Appl Laptop & Iphon + Unlimitd communications

E F. and H v. or A r and F r are dual of each other.

E F. and H v. or A r and F r are dual of each other. A Duality Thom: Consid th following quations as an xampl = A = F μ ε H A E A = jωa j ωμε A + β A = μ J μ A x y, z = J, y, z 4π E F ( A = jω F j ( F j β H F ωμε F + β F = ε M jβ ε F x, y, z = M, y, z 4π

More information

What Makes Production System Design Hard?

What Makes Production System Design Hard? What Maks Poduction Systm Dsign Had? 1. Things not always wh you want thm whn you want thm wh tanspot and location logistics whn invntoy schduling and poduction planning 2. Rsoucs a lumpy minimum ffctiv

More information

Physics 111. Lecture 38 (Walker: ) Phase Change Latent Heat. May 6, The Three Basic Phases of Matter. Solid Liquid Gas

Physics 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 information

ANALYSIS OF INFLUENCE ON MECHANICAL DESIGN PROCESS BY BIM SPREAD - CONSCIOUSNESS SURVEY TO BIM BY QUESTIONNAIRE OF MECHANICAL ENGINEER -

ANALYSIS 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 information

National Taiwan University of Sport Schedule of Courses and List of English and Chinese Names of

National Taiwan University of Sport Schedule of Courses and List of English and Chinese Names of 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

More information

Mathematical Model for Expediting the Execution of Projects under Uncertainty

Mathematical 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 information

The Strategic Planning Without. the Migraine! Webinar Series. Session 6 Create Goals to Make IT Happen: What Do You Need to Do Specifically?

The 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 information

(, ) which is a positively sloping curve showing (Y,r) for which the money market is in equilibrium. The P = (1.4)

(, ) 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 information

Midterm Exam. CS/ECE 181B Intro to Computer Vision. February 13, :30-4:45pm

Midterm Exam. CS/ECE 181B Intro to Computer Vision. February 13, :30-4:45pm Nam: Midtm am CS/C 8B Into to Comput Vision Fbua, 7 :-4:45pm las spa ouslvs to th dg possibl so that studnts a vnl distibutd thoughout th oom. his is a losd-boo tst. h a also a fw pags of quations, t.

More information

Collective Focusing of a Neutralized Intense Ion Beam Propagating Along a Weak Solenodial Magnetic Field

Collective 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 information

CBSE-XII-2013 EXAMINATION (MATHEMATICS) The value of determinant of skew symmetric matrix of odd order is always equal to zero.

CBSE-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 information

Solution to Problem First, the firm minimizes the cost of the inputs: min wl + rk + sf

Solution to Problem First, the firm minimizes the cost of the inputs: min wl + rk + sf Econ 0A Poblem Set 4 Solutions ue in class on Tu 4 Novembe. No late Poblem Sets accepted, so! This Poblem set tests the knoledge that ou accumulated mainl in lectues 5 to 9. Some of the mateial ill onl

More information

Hydrogen atom. Energy levels and wave functions Orbital momentum, electron spin and nuclear spin Fine and hyperfine interaction Hydrogen orbitals

Hydrogen atom. Energy levels and wave functions Orbital momentum, electron spin and nuclear spin Fine and hyperfine interaction Hydrogen orbitals Hydogn atom Engy lvls and wav functions Obital momntum, lcton spin and nucla spin Fin and hypfin intaction Hydogn obitals Hydogn atom A finmnt of th Rydbg constant: R ~ 109 737.3156841 cm -1 A hydogn mas

More information

CDS 110b: Lecture 8-1 Robust Stability

CDS 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 information

The angle between L and the z-axis is found from

The angle between L and the z-axis is found from Poblm 6 This is not a ifficult poblm but it is a al pain to tansf it fom pap into Mathca I won't giv it to you on th quiz, but know how to o it fo th xam Poblm 6 S Figu 6 Th magnitu of L is L an th z-componnt

More information

Solid state physics. Lecture 3: chemical bonding. Prof. Dr. U. Pietsch

Solid state physics. Lecture 3: chemical bonding. Prof. Dr. U. Pietsch Solid stat physics Lctu 3: chmical bonding Pof. D. U. Pitsch Elcton chag dnsity distibution fom -ay diffaction data F kp ik dk h k l i Fi H p H; H hkl V a h k l Elctonic chag dnsity of silicon Valnc chag

More information

. Using our polar coordinate conversions, we could write a

. Using our polar coordinate conversions, we could write a 504 Chapte 8 Section 8.4.5 Dot Poduct Now that we can add, sutact, and scale vectos, you might e wondeing whethe we can multiply vectos. It tuns out thee ae two diffeent ways to multiply vectos, one which

More information

Extensive Form Games with Incomplete Information. Microeconomics II Signaling. Signaling Examples. Signaling Games

Extensive Form Games with Incomplete Information. Microeconomics II Signaling. Signaling Examples. Signaling Games Extnsiv Fom Gams ith Incomplt Inomation Micoconomics II Signaling vnt Koçksn Koç Univsity o impotant classs o xtnsiv o gams ith incomplt inomation Signaling Scning oth a to play gams ith to stags On play

More information

GRAVITATION 4) R. max. 2 ..(1) ...(2)

GRAVITATION 4) R. max. 2 ..(1) ...(2) GAVITATION PVIOUS AMCT QUSTIONS NGINING. A body is pojctd vtically upwads fom th sufac of th ath with a vlocity qual to half th scap vlocity. If is th adius of th ath, maximum hight attaind by th body

More information

Acoustics and electroacoustics

Acoustics and electroacoustics coustics and lctoacoustics Chapt : Sound soucs and adiation ELEN78 - Chapt - 3 Quantitis units and smbols: f Hz : fqunc of an acoustical wav pu ton T s : piod = /f m : wavlngth= c/f Sound pssu a : pzt

More information

MATHEMATICS GRADE 12 SESSION 38 (LEARNER NOTES)

MATHEMATICS 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 information

II.3. DETERMINATION OF THE ELECTRON SPECIFIC CHARGE BY MEANS OF THE MAGNETRON METHOD

II.3. DETERMINATION OF THE ELECTRON SPECIFIC CHARGE BY MEANS OF THE MAGNETRON METHOD II.3. DETEMINTION OF THE ELETON SPEIFI HGE Y MENS OF THE MGNETON METHOD. Wok pupos Th wok pupos is to dtin th atio btwn th absolut alu of th lcton chag and its ass, /, using a dic calld agnton. In this

More information

Addition of angular momentum

Addition of angular momentum Addition of angular momntum April, 07 Oftn w nd to combin diffrnt sourcs of angular momntum to charactriz th total angular momntum of a systm, or to divid th total angular momntum into parts to valuat

More information

COMPSCI 230 Discrete Math Trees March 21, / 22

COMPSCI 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 information

International Journal of Industrial Engineering Computations

International 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 information

Addition of angular momentum

Addition of angular momentum Addition of angular momntum April, 0 Oftn w nd to combin diffrnt sourcs of angular momntum to charactriz th total angular momntum of a systm, or to divid th total angular momntum into parts to valuat th

More information

CDS 101: Lecture 7.1 Loop Analysis of Feedback Systems

CDS 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 information

A Hartree-Fock Example Using Helium

A Hartree-Fock Example Using Helium Univesity of Connecticut DigitalCommons@UConn Chemisty Education Mateials Depatment of Chemisty June 6 A Hatee-Fock Example Using Helium Cal W. David Univesity of Connecticut, Cal.David@uconn.edu Follow

More information

Lecture 3.2: Cosets. Matthew Macauley. Department of Mathematical Sciences Clemson University

Lecture 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 information

STATISTICAL MECHANICS OF DIATOMIC GASES

STATISTICAL MECHANICS OF DIATOMIC GASES Pof. D. I. ass Phys54 7 -Ma-8 Diatomic_Gas (Ashly H. Cat chapt 5) SAISICAL MECHAICS OF DIAOMIC GASES - Fo monatomic gas whos molculs hav th dgs of fdom of tanslatoy motion th intnal u 3 ngy and th spcific

More information

Study on the Classification and Stability of Industry-University- Research Symbiosis Phenomenon: Based on the Logistic Model

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 information

P&H 4.51 Pipelined Control. 3. Control Hazards. Hazards. Stall => 2 Bubbles/Clocks Time (clock cycles) Control Hazard: Branching 4/15/14

P&H 4.51 Pipelined Control. 3. Control Hazards. Hazards. Stall => 2 Bubbles/Clocks Time (clock cycles) Control Hazard: Branching 4/15/14 P&H.51 Piplind Contol CS 61C: Gat Ida in Comput Achitctu (Machin Stuctu) Lctu 2: Piplin Paalllim Intucto: Dan Gacia int.c.bkly.du/~c61c! Hazad SituaHon that pvnt tahng th nxt logical intuchon in th nxt

More information

Free carriers in materials

Free carriers in materials Lctu / F cais in matials Mtals n ~ cm -3 Smiconductos n ~ 8... 9 cm -3 Insulatos n < 8 cm -3 φ isolatd atoms a >> a B a B.59-8 cm 3 ϕ ( Zq) q atom spacing a Lctu / "Two atoms two lvls" φ a T splitting

More information

Shor s Algorithm. Motivation. Why build a classical computer? Why build a quantum computer? Quantum Algorithms. Overview. Shor s factoring algorithm

Shor s Algorithm. Motivation. Why build a classical computer? Why build a quantum computer? Quantum Algorithms. Overview. Shor s factoring algorithm Motivation Sho s Algoith It appas that th univs in which w liv is govnd by quantu chanics Quantu infoation thoy givs us a nw avnu to study & tst quantu chanics Why do w want to build a quantu coput? Pt

More information

Extinction Ratio and Power Penalty

Extinction 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 information

CSTR - PFR - PBR

CSTR - PFR - PBR 1. Mole Balances o The Rate of Reaction, - o The Geneal Mole Balance Equation o Continuous low Reactos - CSTR (Continuous-Stied Tank Reacto) - PR (Tubula Reacto) - PBR (Packed-Bed Reacto) o Industial Reactos

More information

CDS 101/110: Lecture 7.1 Loop Analysis of Feedback Systems

CDS 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 information

Instruction Execution

Instruction 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 information

217Plus TM Integrated Circuit Failure Rate Models

217Plus 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 information

A Comparative Study and Analysis of an Optimized Control Strategy for the Toyota Hybrid System

A Comparative Study and Analysis of an Optimized Control Strategy for the Toyota Hybrid System Pag 563 Wol Elctic Vhicl Jounal Vol. 3 - ISSN 3-6653 - 9 AVERE EVS4 Stavang, Noway, May 13-16, 9 A Compaativ Stuy an Analysis of an Optimiz Contol Statgy fo th Toyota Hybi Systm Tho Hofman 1, Thijs Punot

More information

Motithang Higher Secondary School Thimphu Thromde Mid Term Examination 2016 Subject: Mathematics Full Marks: 100

Motithang Higher Secondary School Thimphu Thromde Mid Term Examination 2016 Subject: Mathematics Full Marks: 100 Motithang Highe Seconday School Thimphu Thomde Mid Tem Examination 016 Subject: Mathematics Full Maks: 100 Class: IX Witing Time: 3 Hous Read the following instuctions caefully In this pape, thee ae thee

More information

QUALITATIVE AND QUANTITATIVE ANALYSIS OF MUSCLE POWER

QUALITATIVE AND QUANTITATIVE ANALYSIS OF MUSCLE POWER QUALITATIVE AND QUANTITATIVE ANALYSIS OF MUSCLE POWER Jey N. Baham Anand B. Shetty Mechanical Kinesiology Laboatoy Depatment of Kinesiology Univesity of Nothen Coloado Geeley, Coloado Muscle powe is one

More information

8 - GRAVITATION Page 1

8 - GRAVITATION Page 1 8 GAVITATION Pag 1 Intoduction Ptolmy, in scond cntuy, gav gocntic thoy of plantay motion in which th Eath is considd stationay at th cnt of th univs and all th stas and th plants including th Sun volving

More information

Chapter 9. Optimization: One Choice Variable. 9.1 Optimum Values and Extreme Values

Chapter 9. Optimization: One Choice Variable. 9.1 Optimum Values and Extreme Values RS - Ch 9 - Optimization: On Vaiabl Chapt 9 Optimization: On Choic Vaiabl Léon Walas 8-9 Vildo Fdico D. Pato 88 9 9. Optimum Valus and Etm Valus Goal vs. non-goal quilibium In th optimization pocss, w

More information

The Divergence Theorem

The Divergence Theorem 13.8 The ivegence Theoem Back in 13.5 we ewote Geen s Theoem in vecto fom as C F n ds= div F x, y da ( ) whee C is the positively-oiented bounday cuve of the plane egion (in the xy-plane). Notice this

More information

Appraisal of Logistics Enterprise Competitiveness on the Basis of Fuzzy Analysis Algorithm

Appraisal of Logistics Enterprise Competitiveness on the Basis of Fuzzy Analysis Algorithm Appaisal of Logistics Entepise Competitiveness on the Basis of Fuzzy Analysis Algoithm Yan Zhao, Fengge Yao, Minming She Habin Univesity of Commece, Habin, Heilongjiang 150028, China, zhaoyan2000@yahoo.com.cn

More information

GAUSS PLANETARY EQUATIONS IN A NON-SINGULAR GRAVITATIONAL POTENTIAL

GAUSS 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 information

Collisionless Hall-MHD Modeling Near a Magnetic Null. D. J. Strozzi J. J. Ramos MIT Plasma Science and Fusion Center

Collisionless Hall-MHD Modeling Near a Magnetic Null. D. J. Strozzi J. J. Ramos MIT Plasma Science and Fusion Center Collisionlss Hall-MHD Modling Na a Magntic Null D. J. Stoi J. J. Ramos MIT Plasma Scinc and Fusion Cnt Collisionlss Magntic Rconnction Magntic connction fs to changs in th stuctu of magntic filds, bought

More information

Q Q N, V, e, Quantum Statistics for Ideal Gas. The Canonical Ensemble 10/12/2009. Physics 4362, Lecture #19. Dr. Peter Kroll

Q Q N, V, e, Quantum Statistics for Ideal Gas. The Canonical Ensemble 10/12/2009. Physics 4362, Lecture #19. Dr. Peter Kroll Quantum Statistics fo Idal Gas Physics 436 Lctu #9 D. Pt Koll Assistant Pofsso Dpatmnt of Chmisty & Biochmisty Univsity of Txas Alington Will psnt a lctu ntitld: Squzing Matt and Pdicting w Compounds:

More information

Physics 240: Worksheet 15 Name

Physics 240: Worksheet 15 Name Physics 40: Woksht 15 Nam Each of ths poblms inol physics in an acclatd fam of fnc Althouh you mind wants to ty to foc you to wok ths poblms insid th acclatd fnc fam (i.. th so-calld "won way" by som popl),

More information

Sides and Angles of Right Triangles 6. Find the indicated side length in each triangle. Round your answers to one decimal place.

Sides and Angles of Right Triangles 6. Find the indicated side length in each triangle. Round your answers to one decimal place. Chapte 7 Peequisite Skills BLM 7-1.. Convet a Beaing to an Angle in Standad Position 1. Convet each beaing to an angle in standad position on the Catesian gaph. a) 68 127 c) 215 d) 295 e) N40 W f) S65

More information

A leading Taiwanese bearing company. in IC industry.

A leading Taiwanese bearing company. in IC industry. Taoyuan Zhongli Histoy Shanghai of Establishd. A lading Taiwans baing company TPI was stablishd in and join vntud with a Japans baing company to dvlop slfown band. Th company s hadquat is locatd in Taipi,

More information

STRIPLINES. A stripline is a planar type transmission line which is well suited for microwave integrated circuitry and photolithographic fabrication.

STRIPLINES. A stripline is a planar type transmission line which is well suited for microwave integrated circuitry and photolithographic fabrication. STIPLINES A tiplin i a plana typ tanmiion lin hih i ll uitd fo mioav intgatd iuity and photolithogaphi faiation. It i uually ontutd y thing th nt onduto of idth, on a utat of thikn and thn oving ith anoth

More information

Linear Algebra Math 221

Linear Algebra Math 221 Linea Algeba Math Open Book Eam Open Notes Sept Calculatos Pemitted Sho all ok (ecept #). ( pts) Gien the sstem of equations a) ( pts) Epess this sstem as an augmented mati. b) ( pts) Bing this mati to

More information

Aakash. For Class XII Studying / Passed Students. Physics, Chemistry & Mathematics

Aakash. 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 information

Inertia identification based on adaptive interconnected Observer. of Permanent Magnet Synchronous Motor

Inertia identification based on adaptive interconnected Observer. of Permanent Magnet Synchronous Motor Intnational Jounal of Rsach in Engining and Scinc (IJRES) ISSN (Onlin): 232-9364, ISSN (Pint): 232-9356 www.ijs.og Volum 3 Issu 9 ǁ Sptmb. 25 ǁ PP.35-4 Intia idntification basd on adaptiv intconnctd Obsv

More information

( ) [ ] [ ] [ ] δf φ = F φ+δφ F. xdx.

( ) [ ] [ ] [ ] δf φ = F φ+δφ F. xdx. 9. LAGRANGIAN OF THE ELECTROMAGNETIC FIELD In the pevious section the Lagangian and Hamiltonian of an ensemble of point paticles was developed. This appoach is based on a qt. This discete fomulation can

More information

SUPPLEMENTARY INFORMATION

SUPPLEMENTARY 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 information

Physics: Work & Energy Beyond Earth Guided Inquiry

Physics: 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 information

CS 188: Artificial Intelligence Fall Announcements

CS 188: Artificial Intelligence Fall Announcements C 188: Atificial Intelligence Fall 2006 Lectue 14: oaility 10/17/2006 Dan Klein UC Bekeley Announcements Gades: Check midtem, p1.1, and p1.2 gades in glookup Let us know if thee ae polems, so we can calculate

More information

Credits. May Enhanced photo from clipart.com. June Enhanced photo from NASA. July Composite of photos from clipart.com.

Credits. 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 information

Galaxy Photometry. Recalling the relationship between flux and luminosity, Flux = brightness becomes

Galaxy Photometry. Recalling the relationship between flux and luminosity, Flux = brightness becomes Galaxy Photomty Fo galaxis, w masu a sufac flux, that is, th couts i ach pixl. Though calibatio, this is covtd to flux dsity i Jaskys ( Jy -6 W/m/Hz). Fo a galaxy at som distac, d, a pixl of sid D subtds

More information

GRAVITATION. (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

GRAVITATION. (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 information

ENGG 1203 Tutorial. Difference Equations. Find the Pole(s) Finding Equations and Poles

ENGG 1203 Tutorial. Difference Equations. Find the Pole(s) Finding Equations and Poles ENGG 03 Tutoial Systms ad Cotol 9 Apil Laig Obctivs Z tasfom Complx pols Fdbac cotol systms Ac: MIT OCW 60, 6003 Diffc Equatios Cosid th systm pstd by th followig diffc quatio y[ ] x[ ] (5y[ ] 3y[ ]) wh

More information

Chapter 4: Algebra and group presentations

Chapter 4: Algebra and group presentations Chapt 4: Algba and goup psntations Matthw Macauly Dpatmnt of Mathmatical Scincs Clmson Univsity http://www.math.clmson.du/~macaul/ Math 4120, Sping 2014 M. Macauly (Clmson) Chapt 4: Algba and goup psntations

More information

12 The Open Economy Revisited

12 The Open Economy Revisited CHPTER 12 Th Opn Economy Rvisitd Qustions fo Rviw 1. In th Mundll Flming modl, an incas in taxs shifts th IS cuv to th lft. If th xchang at floats fly, thn th LM cuv is unaffctd. s shown in Figu 12 1,

More information

Researcher s Notebook ipad App Concept by by Peter Pappas

Researcher s Notebook ipad App Concept by by Peter Pappas Rsach s Notbook ipad App Concpt by by Pt Pappas http://ptpappas.blogs.com ipad app dsignd to mulat and modl a sach at wok. Mgs contnt and functionality to allow studnts and tachs to cuat histoic atifacts.

More information

Teachers notes. Beyond the Thrills excursions. Worksheets in this book. Completing the worksheets

Teachers notes. Beyond the Thrills excursions. Worksheets in this book. Completing the worksheets Beyond the Thills excusions Teaches notes Physics is the science of how the wold (and Univese) woks. Luna Pak Sydney is a lage hands-on physics laboatoy full of fee falling objects, otating systems and

More information

GUIDE FOR SUPERVISORS 1. This event runs most efficiently with two to four extra volunteers to help proctor students and grade the student

GUIDE FOR SUPERVISORS 1. This event runs most efficiently with two to four extra volunteers to help proctor students and grade the student GUIDE FOR SUPERVISORS 1. This vn uns mos fficinly wih wo o fou xa voluns o hlp poco sudns and gad h sudn scoshs. 2. EVENT PARAMETERS: Th vn supviso will povid scoshs. You will nd o bing a im, pns and pncils

More information

SMA 4000 Network TalkBack Repeater

SMA 4000 Network TalkBack Repeater Installation Manual V2.1 SMA 4000 Ntok TalkBack Rpat SMA 4000 Sis Ntok TalkBack Rpat Tabl of Contnts Installation Instuctions Mounting Instuctions- 3 Wiing Instuctions - 4 Stting Up Th Rpat Initial Stup

More information

Partial Fraction Expansion

Partial Fraction Expansion Paial Facion Expanion Whn ying o find h inv Laplac anfom o inv z anfom i i hlpfl o b abl o bak a complicad aio of wo polynomial ino fom ha a on h Laplac Tanfom o z anfom abl. W will illa h ing Laplac anfom.

More information

XFlow: Internet-Scale Extensible Stream Processing

XFlow: Internet-Scale Extensible Stream Processing XFlow: Intnt-Scal Extnsibl Stam Pocssing Olga Papammanouil, Uğu Çtintml, John Jannotti Dpatmnt of Comput Scinc, Bown Univsity {olga, ugu, jj}@cs.bown.du Jun 30, 2008 Abstact Existing stam pocssing systms

More information

Overview. 1 Recall: continuous-time Markov chains. 2 Transient distribution. 3 Uniformization. 4 Strong and weak bisimulation

Overview. 1 Recall: continuous-time Markov chains. 2 Transient distribution. 3 Uniformization. 4 Strong and weak bisimulation Rcall: continuous-tim Makov chains Modling and Vification of Pobabilistic Systms Joost-Pit Katon Lhstuhl fü Infomatik 2 Softwa Modling and Vification Goup http://movs.wth-aachn.d/taching/ws-89/movp8/ Dcmb

More information

C-Curves. An alternative to the use of hyperbolic decline curves S E R A F I M. Prepared by: Serafim Ltd. P. +44 (0)

C-Curves. An alternative to the use of hyperbolic decline curves S E R A F I M. Prepared by: Serafim Ltd. P. +44 (0) An ltntiv to th us of hypolic dclin cuvs Ppd y: Sfim Ltd S E R A F I M info@sfimltd.com P. +44 (02890 4206 www.sfimltd.com Contnts Contnts... i Intoduction... Initil ssumptions... Solving fo cumultiv...

More information

An Elementary Approach to a Model Problem of Lagerstrom

An 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 information

The van der Waals interaction 1 D. E. Soper 2 University of Oregon 20 April 2012

The van der Waals interaction 1 D. E. Soper 2 University of Oregon 20 April 2012 Th van dr Waals intraction D. E. Sopr 2 Univrsity of Orgon 20 pril 202 Th van dr Waals intraction is discussd in Chaptr 5 of J. J. Sakurai, Modrn Quantum Mchanics. Hr I tak a look at it in a littl mor

More information

Loss factor for a clamped edge circular plate subjected to an eccentric loading

Loss 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 information

Review of the H-O model. Problem 1. Assume that the production functions in the standard H-O model are the following:

Review of the H-O model. Problem 1. Assume that the production functions in the standard H-O model are the following: Revie of the H-O model Poblem 1 Assume that the poduction functions in the standad H-O model ae the folloing: f 1 L 1 1 ) L 1/ 1 1/ 1 f L ) L 1/3 /3 In addition e assume that the consume pefeences ae given

More information

SMA 1000 Series Network Repeater

SMA 1000 Series Network Repeater Installation Manual V2.1 SMA 1000 Sis Ntok Rpat SMA 1000 Sis Ntok Rpat Tabl of Contnts Installation Instuctions Mounting Instuctions - 3 Wiing Instuctions - 4 Stting Up Th Ntok Rpat Initial Stup - 5 Wb

More information

Announcements. CS 188: Artificial Intelligence Fall Today. Uncertainty. Random Variables. Probabilities. Lecture 14: Probability 10/17/2006

Announcements. CS 188: Artificial Intelligence Fall Today. Uncertainty. Random Variables. Probabilities. Lecture 14: Probability 10/17/2006 C 188: Atificial Intelligence all 2006 Lectue 14: oaility 10/17/2006 Announcements Gades: Check midtem, p1.1, and p1.2 gades in glookup Let us know if thee ae polems, so we can calculate useful peliminay

More information

Solutions to Supplementary Problems

Solutions 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 information

Investigation Effect of Outage Line on the Transmission Line for Karbalaa-132Kv Zone in Iraqi Network

Investigation 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 information

CBN 98-1 Developable constant perimeter surfaces: Application to the end design of a tape-wound quadrupole saddle coil

CBN 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 information

3.46 PHOTONIC MATERIALS AND DEVICES Lecture 10: LEDs and Optical Amplifiers

3.46 PHOTONIC MATERIALS AND DEVICES Lecture 10: LEDs and Optical Amplifiers 3.46 PHOTONIC MATERIALS AND DEVICES Lctu 0: LEDs and Optical Amplifis Lctu Rfncs:. Salh, M. Tich, Photonics, (John-Wily, Chapts 5-6. This lctu will viw how lctons and hols combin in smiconductos and nat

More information

All staff should All work as team to communication achieve highest should be clinical quality smooth and no in healthcare barriers should exist 4

All staff should All work as team to communication achieve highest should be clinical quality smooth and no in healthcare barriers should exist 4 rd a h u Hav y ls? f Si 1 Sils 2 av h t n Sils d in with ct cnn thr ach but k s i ris it ships t c a f In latin tin r n i nt niza a g r an within althcar sp h 3 uld h s f f All sta am t st a k r w st h

More information

Physics 202, Lecture 5. Today s Topics. Announcements: Homework #3 on WebAssign by tonight Due (with Homework #2) on 9/24, 10 PM

Physics 202, Lecture 5. Today s Topics. Announcements: Homework #3 on WebAssign by tonight Due (with Homework #2) on 9/24, 10 PM Physics 0, Lctu 5 Today s Topics nnouncmnts: Homwok #3 on Wbssign by tonight Du (with Homwok #) on 9/4, 10 PM Rviw: (Ch. 5Pat I) Elctic Potntial Engy, Elctic Potntial Elctic Potntial (Ch. 5Pat II) Elctic

More information

ORBITAL TO GEOCENTRIC EQUATORIAL COORDINATE SYSTEM TRANSFORMATION. x y z. x y z GEOCENTRIC EQUTORIAL TO ROTATING COORDINATE SYSTEM TRANSFORMATION

ORBITAL 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 information

Possibili sviluppi futuri per la misura di V

Possibili sviluppi futuri per la misura di V Possibili sviluppi futui pe la misua di V Alessio Sati @ BaBa Italia INFN and Univesity of Feaa Capi -4-3 Alessio Sati @ BaBaIt Capi p./5 * 9 # / C B G Pesent Status The pesent BR esult is: Souce 5 MC

More information

θ θ φ EN2210: Continuum Mechanics Homework 2: Polar and Curvilinear Coordinates, Kinematics Solutions 1. The for the vector i , calculate:

θ θ φ EN2210: Continuum Mechanics Homework 2: Polar and Curvilinear Coordinates, Kinematics Solutions 1. The for the vector i , calculate: EN0: Continm Mchanics Homwok : Pola and Cvilina Coodinats, Kinmatics Soltions School of Engining Bown Univsity x δ. Th fo th vcto i ij xx i j vi = and tnso S ij = + 5 = xk xk, calclat: a. Thi componnts

More information

Electric Charge and Field

Electric Charge and Field lectic Chage and ield Chapte 6 (Giancoli) All sections ecept 6.0 (Gauss s law) Compaison between the lectic and the Gavitational foces Both have long ange, The electic chage of an object plas the same

More information

High precision computer simulation of cyclotrons KARAMYSHEVA T., AMIRKHANOV I. MALININ V., POPOV D.

High precision computer simulation of cyclotrons KARAMYSHEVA T., AMIRKHANOV I. MALININ V., POPOV D. High pecision compute simulation of cyclotons KARAMYSHEVA T., AMIRKHANOV I. MALININ V., POPOV D. Abstact Effective and accuate compute simulations ae highly impotant in acceleatos design and poduction.

More information

A STUDY OF PROPERTIES OF SOFT SET AND ITS APPLICATIONS

A STUDY OF PROPERTIES OF SOFT SET AND ITS APPLICATIONS Intnational sach Jounal of Engining and Tchnology IJET -ISSN: 2395-0056 Volum: 05 Issu: 01 Jan-2018 wwwijtnt p-issn: 2395-0072 STDY O POPETIES O SOT SET ND ITS PPLITIONS Shamshad usain 1 Km Shivani 2 1MPhil

More information

Theoretical Extension and Experimental Verification of a Frequency-Domain Recursive Approach to Ultrasonic Waves in Multilayered Media

Theoretical Extension and Experimental Verification of a Frequency-Domain Recursive Approach to Ultrasonic Waves in Multilayered Media ECNDT 006 - Post 99 Thotical Extnsion and Expimntal Vification of a Fquncy-Domain Rcusiv Appoach to Ultasonic Wavs in Multilayd Mdia Natalya MANN Quality Assuanc and Rliability Tchnion- Isal Institut of

More information

A 12. Solve for r: A = 2π. Chapter 1 Section 2: Formulas. Answers to Problems. Solve the following equations for the variable indicated.

A 12. Solve for r: A = 2π. Chapter 1 Section 2: Formulas. Answers to Problems. Solve the following equations for the variable indicated. Chapte 1 Section : Fomulas nswes to Poblems Solve the following equations fo the vaiable indicated. 1.* Solve fo x: 5x 10. Solve fo e: 7ae 3u x 3u e 7a 3.* Solve fo a: is at 4. Solve fo v: 4v is a t v

More information

A New Vision for Design of Steel Transmission Line Structures by Reliability Method

A New Vision for Design of Steel Transmission Line Structures by Reliability Method IOS Jounal of Mchanical and Civil Engining IOS-JMCE) -ISSN: 78-68,p-ISSN: 30-33X, Volum, Issu V. II Jul- Aug. 0), PP 07-5 A Nw Vision fo sign of Stl Tansmission in Stuctus by liability Mthod Khalid A.

More information

AP Physics Electric Potential Energy

AP Physics Electric Potential Energy AP Physics lectic Potential negy Review of some vital peviously coveed mateial. The impotance of the ealie concepts will be made clea as we poceed. Wok takes place when a foce acts ove a distance. W F

More information

Suggested Solutions to Homework #4 Econ 511b (Part I), Spring 2004

Suggested Solutions to Homework #4 Econ 511b (Part I), Spring 2004 Suggested Solutions to Homewok #4 Econ 5b (Pat I), Sping 2004. Conside a neoclassical gowth model with valued leisue. The (epesentative) consume values steams of consumption and leisue accoding to P t=0

More information

How!do!humans!combine!sounds!into!an! infinite!number!of!utterances? How!do!they!use!these!utterances!!to! communicate!and!express!meaning?

How!do!humans!combine!sounds!into!an! infinite!number!of!utterances? How!do!they!use!these!utterances!!to! communicate!and!express!meaning? Linguistics How!o!humans!combin!s!into!an! H h bi i infinit!numb!of!uttancs? Supcomputing an Linguistics Kis Hyln Univsity of Luvn RU Quantitativ Lxicology an Vaiational Linguistics Linguistics Linguistics

More information

2. Laser physics - basics

2. Laser physics - basics . Lasr physics - basics Spontanous and stimulatd procsss Einstin A and B cofficints Rat quation analysis Gain saturation What is a lasr? LASER: Light Amplification by Stimulatd Emission of Radiation "light"

More information

Pricing decision problem in dual-channel supply chain based on experts belief degrees

Pricing decision problem in dual-channel supply chain based on experts belief degrees Soft Comput (218) 22:5683 5698 https://doi.og/1.17/s5-17-26- FOCUS Picing dcision poblm in dual-channl supply chain basd on xpts blif dgs Hua K 1 Hu Huang 1 Xianyi Gao 1 Publishd onlin: 12 Apil 217 Sping-Vlag

More information