F aa Ac Ac Ac. Ac Ac. Ac. .84 Ac Ac Ac. 2 Ac Ac Ac. Main St. .61 Ac.
|
|
- Charleen Bennett
- 5 years ago
- Views:
Transcription
1 pp E 0 00 l -A -. A AISVIE. A. A.. A A h h hesh h h hesh 0.. A n n St A A 0 A F uu un 0 A F uu F un A Fun Fuu -A 0 A cccvvveggg cvegh A vson f llllcckby n lckby n AU. P t vv v tt t e v E SSSoo o Sho Est tt tt e n Slppe yy y SSl pp ll 0 A A. A A A. -A A A A -A A... A 0 A. n n. A A Pvte te PP vvtt. A. 0 A. A n n -A A. 0.. A. A 0.0 A. A. A. A A. A. A. -. A A. A -. A -A. A 0-A. -A n n. A 0 A hcol l h ccoll. A A. A -A A - -A.. A.. A. A. A - -A 0 s tll ttll lllll -A Fv Fve lll lllbboooouugg l lboough. A ll l ooyyy l oy n n AP SSuu Sune ll llbbooo h hstle stt tll le ou ugg lboough ll l ll egen p ouny Pcel ouny Pcel Nubes Pvte o ght-f-y te ouny te enel on esgnte etlns on onsevton n on n on o n n ccc cfln ff f l l n p Inex n un uu k ke 0 e F n n Fe n l S tooo Stonle lll Fenle l h A -A.. A s s t -. A t SS oo e Est Shoe e 0. A A lboough lllbboooouugg l lll. A A ll AP lboough lllbboooou g ug l ll oy yy l ooo l o ook oookk ll lllll l Fo Aeent Puposes Not to be use fo onveynces
2 uuun F F. A -A. n A 0 0 A oo o t A A. A s A.0 A llllll. A. A 0. A. A ll lll oooo SSSn -A uu pp pp PPPuu ellllllyyy uutt 0 0 -A. ooooookkk lll lll llll -A.. A A. A -A. A. A c cccce PPPe. A -. A yy e fff J pppp U A oooyyy lll oon p Inex A 0. A yyy A Fe nlll e A 0 n SS A 0 F e Es kke 0 h 0 cc SS uu tt 0 0A 0. A 0 0. A n. A 0 0 uuyy lll oo n thooo oooolhlh SS F llll PPPoo ouuun A -A vv v lll yyy 0.. kk A 0. A. A. 0 IIIn A. A 0 llll s h. 0 0 e 0 SSSuu n uu 0 0 -A A 0.. A. A 0 0. A s llll 0. llll lllbbbooo ooouu uugggh h gg ngg ccc. -A. A h ggg e n n 0 uu uun n 0 0 SS h ccc vvve 0 ppuu 0 0 ooll cc AP 0 SSt A 0. A -A. A cccffflll se ooouu -A -A. 0 yyy. A A h n. A e p ouny Pcel ouny Pcel Nubes Pvte o ght-f-y te ouny te enel on esgnte etlns on onsevton n on n on o. ppuu 0 0. A AK PN SS 0 0 egen 0 0 SS A yy. A 0 A AP 0. A 0 0 -A A -F. A -. A lllllle svv en oooonuuu llel ooonl S lll lll - 0. A A A A bbll uu llll vv ll -. A b e oo A 0 S. A EE -. A oo A vson bbbb f. A A 00 ll cc kkbb y -A. A ooon s ooo -A. A A. -A A. A -E. A cch ecc e n uuuu F h gggg vvve ccc A. A uuu F A UNKNN. A - PP so oo. A oo oyyy lll llllll llllll 0. A lllloooo n yy ff JJff pp UUpp e AP h ney yyyy e ooooyyy ll Fo Aeent Puposes Not to be use fo onveynces
3 0 -A A - A cccc sooon oouu ll n tt A -A. A. A t SS 0-F A p Inex yyyy 0-E 00. A -A. A. A -. A -..0 A - 0. A 0 A -E. A ea A PP ccs JJffffy UUppp.0 A ll llll llllll llll - n 00 n. llkk lk e 0 E 0 uuu sh ooooookkk uucch S ll e u SSp oooolhlh Fo Aeent Puposes Not to be use fo onveynces lllloooo e llllll llllll lll PPP e bbbooo oo ouuu gg gh e n ooolll h n eyyy lllpppooou uuu AP e n e 0. A 00 -A PP s ooon A SSSpp pp nggg A A - -A.. oo gg.a. SS. JJffffyy oo. 0-. A. A.0 A. A -. A.0 kk oooccc cc c -A -A A A - -A - -F. A -A. A. A. A. A. A. A ccc PPPcce -E. A. A 0-A 0- -A -lll - A.0 A -. A ll uutt llllll ooo SSSn - -A -. A 0 0. A -. A.0 A -A - 00 yy ffe JJff pp UUp -A. A. A.0. A -I s A -J -K 0 0 ppp PPPuu uu ellllllyyyy 0. A. A. A A. A - -A. A n hooo 0. A. A oouu A yyyy -A oouy lll IIIn p ouny Pcel ouny Pcel Nubesccoo cckk Pvte o ght-f-y te ouny te enel on esgnte etlns on onsevton n on n on o 0 0. A S A vv v lll A obbbb. A e oo. A 0. A. A. A.0 A -. A IES PN -.. A A. A A.0 A I 0 A 0. A. A egen A. A h g ngg th oo o A A -A SSccc 0 e n 0 ccc vvv e ggg SS ppu yyy S AP 0 0 se ooouu h uu 0 -E. A -. A -. A. A A A -A -F. A -A. A 0. - oouulll. A - 0 SSpp. A - 0. A. A.0 A - -A.0 A - 0 A 0 0 oooo bbll u uu en uu ooo l llll.0 A.0 A. A llle vvlll 0. A s -A. A s-. -E. A. A.0 A. A -A -A. A 0 - -A. A -A A ccoocckk -. A. A. A A vson f. Spuce gg 00 A. A -E -. A - 0 A.0 A. A oo bbbb e oo -. A -. A ch ecc e. A s ooo n. A - AISVIE ooo. A AP A
4 -. A - A - 0. A -S. A -E.0 -. A e oo oo -P -I.0 A.0 A 0 A.0- A A A vson f. A oouu ll tt A yyy AP 0 A SSt S ccckk cccooo n n -A -.. A -A. A 0-. A 0 A. A -. A -A. -A. -. A. A 0-A. A 0 -. A A.0 A -A. A. A U oo gg -. A -A. A uuu ooooookk kk o tthoo. A PEE IIIn 0-A. A -A. A 00. A 0 -. A. A A p ouny Pcel ouny Pcel Nubes Pvte o ght-f-y te ouny te enel on esgnte etlns on onsevton n on n on o 00 0 ecccce PPP llkk lkke 0. A A.0 A. A A yyyy egen -. A SSSppp nggg 0. A. A -A.00. A 0 l 0 -E.. A ccoockk 0. A A - -. A. -.0 A - 0. A uu oo A A. 0 0 vv v llll -. A. A. A 0. A o bbbb e oo -F. A 0 -Q.0 -. A oouu lll A A oouy lll 0-.. A -J. 0 -K. A 0-. coocckk A -N. A.0 A SSppuucc gg -F A.0 A. A. llle vvlll s s s. A. A.. o bbb e o 0-A cccc sooon. A p Inex 0. A A 0 A. A eyy JJffff oo e -A. A A. A - A A. -A n. A -. A n. A A A -E A A -A.0 A. A -.00 A 0 -. A-A. A - A -. A. -F A. A lll PPP e bbbooo oo ouuu gg gh A-A -. A. -A. A A PP cc. s - A. A yy ff JJf oo llllll llllll h neyyy AP e n ooolll Fo Aeent Puposes Not to be use fo onveynces
5 0 0 0 AP k ke un uu 00 0 A vson f egen AP l lll lboough lllbboooouugg. A.0 A 0 l lll lboough lllbboooouugg k 0 k. 0 k Est Ett n Fe e 0. A k Est Ett AP 0 p ouny Pcel ouny Pcel Nubes Pvte o ght-f-y te ouny te enel on esgnte etlns on onsevton n on n on o p Inex 0 AP 0 Fo Aeent Puposes Not to be use fo onveynces
6 0 AP k Est Ett.0 A. A 0. A.0 0 Fenle Flll A A.0 0. A hye yy 0 0 ke Ett Est.0 on one 0. A 0. 0 Ett Est k -A. A.. A.0 A A on A... A. 0.0 A 0 0 yy ney 0 Ett Est k AP A vson f egen p ouny Pcel ouny Pcel Nubes Pvte o ght-f-y te ouny te enel on esgnte etlns on onsevton n on n on o p Inex 0 on e one e e. A on one AP 0 Fo Aeent Puposes Not to be use fo onveynces 0
10.4 The Cross Product
Math 172 Chapter 10B notes Page 1 of 9 10.4 The Cross Product The cross product, or vector product, is defined in 3 dimensions only. Let aa = aa 1, aa 2, aa 3 bb = bb 1, bb 2, bb 3 then aa bb = aa 2 bb
More informationWorksheets for GCSE Mathematics. Algebraic Expressions. Mr Black 's Maths Resources for Teachers GCSE 1-9. Algebra
Worksheets for GCSE Mathematics Algebraic Expressions Mr Black 's Maths Resources for Teachers GCSE 1-9 Algebra Algebraic Expressions Worksheets Contents Differentiated Independent Learning Worksheets
More informationHARRISVILLE HARRISVILLE OLD DUBLIN ROAD BEECH HILL ROAD SPUR DRIVE MERYMAN ROAD ROAD OLD COMMON ROAD ROAD LAKE STREET MAIN UPPER ROAD SNOW ROAD HILL
AY INA US A IASN A NUN A AS A AIN S AAN I A AN AS S A AU Y I A S A AN A UP A NI PN A X A PASNS JAY A PA A A A PI A JAY A SNU I A I A A FUS A A A A A I I A AY A AI A PU JAY JAY PI FS PN AISI AU SA AIN A
More informationSECTION 7: FAULT ANALYSIS. ESE 470 Energy Distribution Systems
SECTION 7: FAULT ANALYSIS ESE 470 Energy Distribution Systems 2 Introduction Power System Faults 3 Faults in three-phase power systems are short circuits Line-to-ground Line-to-line Result in the flow
More informationSECTION 7: STEADY-STATE ERROR. ESE 499 Feedback Control Systems
SECTION 7: STEADY-STATE ERROR ESE 499 Feedback Control Systems 2 Introduction Steady-State Error Introduction 3 Consider a simple unity-feedback system The error is the difference between the reference
More informationWorksheets for GCSE Mathematics. Quadratics. mr-mathematics.com Maths Resources for Teachers. Algebra
Worksheets for GCSE Mathematics Quadratics mr-mathematics.com Maths Resources for Teachers Algebra Quadratics Worksheets Contents Differentiated Independent Learning Worksheets Solving x + bx + c by factorisation
More information" = Y(#,$) % R(r) = 1 4& % " = Y(#,$) % R(r) = Recitation Problems: Week 4. a. 5 B, b. 6. , Ne Mg + 15 P 2+ c. 23 V,
Recitation Problems: Week 4 1. Which of the following combinations of quantum numbers are allowed for an electron in a one-electron atom: n l m l m s 2 2 1! 3 1 0 -! 5 1 2! 4-1 0! 3 2 1 0 2 0 0 -! 7 2-2!
More informationTECHNICAL NOTE AUTOMATIC GENERATION OF POINT SPRING SUPPORTS BASED ON DEFINED SOIL PROFILES AND COLUMN-FOOTING PROPERTIES
COMPUTERS AND STRUCTURES, INC., FEBRUARY 2016 TECHNICAL NOTE AUTOMATIC GENERATION OF POINT SPRING SUPPORTS BASED ON DEFINED SOIL PROFILES AND COLUMN-FOOTING PROPERTIES Introduction This technical note
More informationSecondary 3H Unit = 1 = 7. Lesson 3.3 Worksheet. Simplify: Lesson 3.6 Worksheet
Secondary H Unit Lesson Worksheet Simplify: mm + 2 mm 2 4 mm+6 mm + 2 mm 2 mm 20 mm+4 5 2 9+20 2 0+25 4 +2 2 + 2 8 2 6 5. 2 yy 2 + yy 6. +2 + 5 2 2 2 0 Lesson 6 Worksheet List all asymptotes, holes and
More informationOH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9
OH BOY! O h Boy!, was or igin a lly cr eat ed in F r en ch an d was a m a jor s u cc ess on t h e Fr en ch st a ge f or young au di enc es. It h a s b een s een by ap pr ox i ma t ely 175,000 sp ect at
More information176 5 t h Fl oo r. 337 P o ly me r Ma te ri al s
A g la di ou s F. L. 462 E l ec tr on ic D ev el op me nt A i ng er A.W.S. 371 C. A. M. A l ex an de r 236 A d mi ni st ra ti on R. H. (M rs ) A n dr ew s P. V. 326 O p ti ca l Tr an sm is si on A p ps
More information5) Which sum is rational?
Unit 1 Algebra EOC 1) Which one of these is not a function? 4) Look at the expression2 8 20. Which of the following is equivalent to it? a. 2 28 b. 5 c. 8 10 d. 32 10 5) Which sum is rational? a. π + 18
More informationTHE COAST ADVERTISER
K O :5G G O V OFF»* xf Y 5 8 FOK OU O Q K F O G 0 O JY 6 959 U G G O F U OV F K G G 7 G K J J q x G J G J G V O O ; V V ; G ; ; O K G J ; ; G G V 0 " q j V V G x q 27 8:30 j ; ; G J ; : J z G Y : $20000
More informationCHAPTER 2 Special Theory of Relativity
CHAPTER 2 Special Theory of Relativity Fall 2018 Prof. Sergio B. Mendes 1 Topics 2.0 2.1 2.2 2.3 2.4 2.5 2.6 2.7 2.8 2.9 2.10 2.11 2.12 2.13 2.14 Inertial Frames of Reference Conceptual and Experimental
More informationResearch Article On Paranorm Zweier II-Convergent Sequence Spaces
Mathematics Volume 2013, Article ID 613501, 6 pages http://dx.doi.org/10.1155/2013/613501 Research Article On Paranorm Zweier II-Convergent Sequence Spaces Vakeel A. Khan, 1 Khalid Ebadullah, 1 Ayhan Esi,
More informationLOWELL J O U R N A L
O O V X 5 O G O X G O K O K FG O O K F; K F OK 5 O K $GOO «OKK O G F G G G G ( v v Gvz O O *«* K ] F F K v v v : v : F OG O OK O G?;;::OO O K O O vv v q >v v V v / (}»* v v v: v vv?? O ; Q
More informationAttachment H. Housing Opportunity Zones
umbodt ounty enea an 2014 ousing ement ttachment ousing ppotunity Zones ttachment - 1 o V I U V V - V cata ipot U se uk e U 0.25 0.5 ies V I V I V II V k F I I V V V V V V F VI I Z V I V JI QUI U I ve
More informationAgenda Rationale for ETG S eek ing I d eas ETG fram ew ork and res u lts 2
Internal Innovation @ C is c o 2 0 0 6 C i s c o S y s t e m s, I n c. A l l r i g h t s r e s e r v e d. C i s c o C o n f i d e n t i a l 1 Agenda Rationale for ETG S eek ing I d eas ETG fram ew ork
More informationClassical RSA algorithm
Classical RSA algorithm We need to discuss some mathematics (number theory) first Modulo-NN arithmetic (modular arithmetic, clock arithmetic) 9 (mod 7) 4 3 5 (mod 7) congruent (I will also use = instead
More information10.1 Three Dimensional Space
Math 172 Chapter 10A notes Page 1 of 12 10.1 Three Dimensional Space 2D space 0 xx.. xx-, 0 yy yy-, PP(xx, yy) [Fig. 1] Point PP represented by (xx, yy), an ordered pair of real nos. Set of all ordered
More informationNational Science Olympiad 2014 Division B: Solar System May 17th 2014
National Science Olympiad 2014 Division B: Solar System May 17th 2014 Sponsored by the University of Texas Institute for Geophysics Team Number: Team Name: Questions 1-24 refer to the images in Image Set
More informationChapter 22 : Electric potential
Chapter 22 : Electric potential What is electric potential? How does it relate to potential energy? How does it relate to electric field? Some simple applications What does it mean when it says 1.5 Volts
More information6 Lowercase Letter a Number Puzzles
1 2 3 4 5 6 7 8 9 10 10 20 30 40 50 60 70 80 90 100 6 Lowercase Letter a Nuber Puzzles 1 2 3 4 5 6 7 8 9 10 10 9 8 7 6 5 4 3 2 1 10 20 30 40 50 60 70 80 90 100 1 2 3 4 5 6 7 8 9 10 10 9 8 7 6 5 4 3 2 1
More informationAnswers to Practice Test Questions 12 Organic Acids and Bases
Answers to Practice Test Questions 12 rganic Acids and Bases 1. (a) (b) pppp aa = llllll(kk aa ) KK aa = 10 pppp aa KK aa = 10 4.20 KK aa = 6.3 10 5 (c) Benzoic acid is a weak acid. We know this because
More informationVero Beach Elks Lodge # th Street Vero Beach, FL /
1350-26th Street Vero Beach, FL 32960 772/562-8450 Annual Harry-Anna Saturday, February 13, 2016 Featuring our Popular Roast Beef Dinner Potatoes, Corn-on-the-Cob, Salad & Dessert by Chef Vic Cocktails:
More informationA A A A A A A A A A A A. a a a a a a a a a a a a a a a. Apples taste amazingly good.
Victorian Handwriting Sheet Aa A A A A A A A A A A A A Aa Aa Aa Aa Aa Aa Aa a a a a a a a a a a a a a a a Apples taste amazingly good. Apples taste amazingly good. Now make up a sentence of your own using
More informationSECTION 5: POWER FLOW. ESE 470 Energy Distribution Systems
SECTION 5: POWER FLOW ESE 470 Energy Distribution Systems 2 Introduction Nodal Analysis 3 Consider the following circuit Three voltage sources VV sss, VV sss, VV sss Generic branch impedances Could be
More informationflbc in Russia. PIWiREE COHORTS ARE NOT PULL- ING TOGETHER. SIGHTS AND SCENES IN ST. PETERSBURG.
# O E O KOE O F Y F O VO V NO 5 OE KEN ONY Y 2 9 OE NO 265 E K N F z 5 7 X ) $2 Q - EO NE? O - 5 OO Y F F 2 - P - F O - FEE > < 5 < P O - 9 #»»» F & & F $ P 57 5 9 E 64 } 5 { O $665 $5 $ 25 E F O 9 5 [
More informationRotational Motion. Chapter 10 of Essential University Physics, Richard Wolfson, 3 rd Edition
Rotational Motion Chapter 10 of Essential University Physics, Richard Wolfson, 3 rd Edition 1 We ll look for a way to describe the combined (rotational) motion 2 Angle Measurements θθ ss rr rrrrrrrrrrrrrr
More informationGravitation. Chapter 8 of Essential University Physics, Richard Wolfson, 3 rd Edition
Gravitation Chapter 8 of Essential University Physics, Richard Wolfson, 3 rd Edition 1 What you are about to learn: Newton's law of universal gravitation About motion in circular and other orbits How to
More information-Z ONGRE::IONAL ACTION ON FY 1987 SUPPLEMENTAL 1/1
-Z-433 6 --OGRE::OA ATO O FY 987 SUPPEMETA / APPR)PRATO RfQUEST PAY AD PROGRAM(U) DE ARTMET OF DEES AS O' D 9J8,:A:SF ED DEFS! WA-H ODM U 7 / A 25 MRGOPf RESOUTO TEST HART / / AD-A 83 96 (~Go w - %A uj
More informationP a g e 5 1 of R e p o r t P B 4 / 0 9
P a g e 5 1 of R e p o r t P B 4 / 0 9 J A R T a l s o c o n c l u d e d t h a t a l t h o u g h t h e i n t e n t o f N e l s o n s r e h a b i l i t a t i o n p l a n i s t o e n h a n c e c o n n e
More informationQUIZ 1 September 4, NAME: ACETONE Score: /10
QUIZ 1 September 4, 2015 NAME: AETONE Score: /10 Be sure to show proper units in every case.] 1. (5 points) Draw structures for the following molecules to the right of each name. 2 N O O 2S p-aminobenzoic
More information10.4 Controller synthesis using discrete-time model Example: comparison of various controllers
10. Digital 10.1 Basic principle of digital control 10.2 Digital PID controllers 10.2.1 A 2DOF continuous-time PID controller 10.2.2 Discretisation of PID controllers 10.2.3 Implementation and tuning 10.3
More informationALPHABET. 0Letter Practice
ALPHABET 0Ltt Pat Ltt Pat - Aa A A A A a a a Cl A s A a a A A Cl a s A a k Aa a Cut ut th ltt s a glu thm th ght st. Catal A Las a 2014 Lau Thms.msthmsstasus.m a a A a A A Ltt Pat - B B B B B Cl B s m
More information1. The graph of a function f is given above. Answer the question: a. Find the value(s) of x where f is not differentiable. Ans: x = 4, x = 3, x = 2,
1. The graph of a function f is given above. Answer the question: a. Find the value(s) of x where f is not differentiable. x = 4, x = 3, x = 2, x = 1, x = 1, x = 2, x = 3, x = 4, x = 5 b. Find the value(s)
More informationA L A BA M A L A W R E V IE W
A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N
More informationLecture No. 1 Introduction to Method of Weighted Residuals. Solve the differential equation L (u) = p(x) in V where L is a differential operator
Lecture No. 1 Introduction to Method of Weighted Residuals Solve the differential equation L (u) = p(x) in V where L is a differential operator with boundary conditions S(u) = g(x) on Γ where S is a differential
More informationLesson 10: Solving Inequalities
Opening Exercise 1. Find the solution set to each inequality. Express the solution graphically on the number line and give the solution in interval notation. A. xx + 4 7 B. mm 3 + 8 > 9 C. 8yy + 4 < 7yy
More informationAnswers to Practice Test Questions 8 Effect of Temperature on Equilibrium. gas gas
Answers to Practice Test Questions 8 Effect of Temperature on Equilibrium. (a)-(c) solid liquid solid critical point liquid gas gas triple point xenon neon (d) The normal boiling point of the noble gas
More informationAa Bb Cc Dd. Ee Ff Gg Hh
Aa Bb Cc Dd ------------------------------------------------------------------------------------------------------------------------------------------------------- Ee Ff Gg Hh -------------------------------------------------------------------------------------------------------------------------------------------------------
More informationCDS 101/110: Lecture 6.2 Transfer Functions
CDS 11/11: Lecture 6.2 Transfer Functions November 2, 216 Goals: Continued study of Transfer functions Review Laplace Transform Block Diagram Algebra Bode Plot Intro Reading: Åström and Murray, Feedback
More informationReview for Exam Hyunse Yoon, Ph.D. Assistant Research Scientist IIHR-Hydroscience & Engineering University of Iowa
57:020 Fluids Mechanics Fall2013 1 Review for Exam3 12. 11. 2013 Hyunse Yoon, Ph.D. Assistant Research Scientist IIHR-Hydroscience & Engineering University of Iowa 57:020 Fluids Mechanics Fall2013 2 Chapter
More informationTerms of Use. Copyright Embark on the Journey
Terms of Use All rights reserved. No part of this packet may be reproduced, stored in a retrieval system, or transmitted in any form by any means - electronic, mechanical, photo-copies, recording, or otherwise
More informationKey Decision: Y Procurement Method: N/A Date next steps can be taken: Urgent Decision: Y. Exempt Information: N External Lead Times: Yes
RFO s Report to: Full Council Date: May 2016 Title: May Payments for Authorisation Service Area: All Service Areas affected Ward(s) Affected: All Wards Relevant Working Party/ Committee: N/A Key Decision:
More informationSpecialist Mathematics 2019 v1.2
181314 Mensuration circumference of a circle area of a parallelogram CC = ππππ area of a circle AA = ππrr AA = h area of a trapezium AA = 1 ( + )h area of a triangle AA = 1 h total surface area of a cone
More informationTEXT AND OTHER MATERIALS:
1. TEXT AND OTHER MATERIALS: Check Learning Resources in shared class files Calculus Wiki-book: https://en.wikibooks.org/wiki/calculus (Main Reference e-book) Paul s Online Math Notes: http://tutorial.math.lamar.edu
More informationModel answers for the 2012 Electricity Revision booklet:
Model answers for the 0 Electricity Revision booklet: SAMPLE ASSESSMENT SCHEDULE Physics 973 (.6): Demonstrate understanding of electricity and electromagnetism Assessment Criteria Achievement Achievement
More informationThree principles. POPL 2012, An Abstract Interpretation Framework for Termination. Principle I. Refinement to principle II
G-G u l gg gug ll U Ju 5- l k g l l *** gg lgug k u uu/u/ /u/ k R u /u/ u & R u * ** gg u u R u u l l l g u 5 Hll u R u g g l k u R u u k k u & R u R l l ll l gg lgug k u & R u k u & R u l ll-k lk ug ull
More informationThermodynamic Cycles
Thermodynamic Cycles Content Thermodynamic Cycles Carnot Cycle Otto Cycle Rankine Cycle Refrigeration Cycle Thermodynamic Cycles Carnot Cycle Derivation of the Carnot Cycle Efficiency Otto Cycle Otto Cycle
More informationKlour Q» m i o r L l V I* , tr a d itim i rvpf tr.j UiC lin» tv'ilit* m in 's *** O.hi nf Iiir i * ii, B.lly Q t " '
/ # g < ) / h h #
More informationKENNESAW STATE UNIVERSITY ATHLETICS VISUAL IDENTITY
KENNESAW STATE UNIVERSITY ATHLETICS VISUAL IDENTITY KENNESAW STATE DEPARTMENT OF ATHLETICS VISUAL IDENTITY GENERAL University Athletics Brand History...3 Referencing the Institution...3 Referencing the
More informationAnswers to Practice Test Questions 6 Metals of Groups 1 and 2
Answers to Practice Test Questions 6 Metals of Groups 1 and 2 1. Only one answer required f each blank; / indicates possible choices lustre / malleability / ductility / good conduct of heat / good conduct
More informationAnswers to Practice Test Questions 2 Atoms, Isotopes and Nuclear Chemistry
Answers to Practice Test Questions 2 Atoms, Isotopes and Nuclear Chemistry. Fluine has only one stable isotope. Its mass number is _9_. A neutral atom of fluine has 9 protons, 0 neutrons and 9 electrons.
More informationELEC273 Lecture Notes Set 11 AC Circuit Theorems
ELEC273 Lecture Notes Set C Circuit Theorems The course web site is: http://users.encs.concordia.ca/~trueman/web_page_273.htm Final Exam (confirmed): Friday December 5, 207 from 9:00 to 2:00 (confirmed)
More informationLecture No. 5. For all weighted residual methods. For all (Bubnov) Galerkin methods. Summary of Conventional Galerkin Method
Lecture No. 5 LL(uu) pp(xx) = 0 in ΩΩ SS EE (uu) = gg EE on ΓΓ EE SS NN (uu) = gg NN on ΓΓ NN For all weighted residual methods NN uu aaaaaa = uu BB + αα ii φφ ii For all (Bubnov) Galerkin methods ii=1
More informationAnalyzing and improving the reproducibility of shots taken by a soccer robot
Analyzing and improving the reproducibility of shots taken by a soccer robot Overview Introduction Capacitor analysis Lever positioning analysis Validation Conclusion and recommendations Introduction Shots
More informationCITY OF LOS ALAMITOS. Register of Major Expenditures. August 18, To Approve. To Ratify
TEM. 7 CTY F LS ALAMTS Register of Mjor Ependitures August 18, 214 Pges: To Approve 1-3 53, 431. 2 Mjor rrnts 8/ 18/ 214 Subtotl 53, 431. 2 To Rtify Pges: 4-5 146, 476. 74 Advnce rrnts 7/ 28/ 214 6 217,
More informationH STO RY OF TH E SA NT
O RY OF E N G L R R VER ritten for the entennial of th e Foundin g of t lair oun t y on ay 8 82 Y EEL N E JEN K RP O N! R ENJ F ] jun E 3 1 92! Ph in t ed b y h e t l a i r R ep u b l i c a n O 4 1922
More informationa a T = «*5S?; i; S 25* a o - 5 n s o s*- o c S «c o * * * 3 : -2 W r-< r-j r^ x w to i_q pq J ^ i_5 ft "ag i-s Coo S S o f-trj. rh.,-j,»<l,3<l) 5 s?
Tble f Generl rdnnce CP CB >J >> c; 5 fc5 5 S hh CD d; CC02 5^ CD Cb
More informationT h e C S E T I P r o j e c t
T h e P r o j e c t T H E P R O J E C T T A B L E O F C O N T E N T S A r t i c l e P a g e C o m p r e h e n s i v e A s s es s m e n t o f t h e U F O / E T I P h e n o m e n o n M a y 1 9 9 1 1 E T
More information3. Mathematical Modelling
3. Mathematical Modelling 3.1 Modelling principles 3.1.1 Model types 3.1.2 Model construction 3.1.3 Modelling from first principles 3.2 Models for technical systems 3.2.1 Electrical systems 3.2.2 Mechanical
More informationCreeping Movement across a Long Strike-Slip Fault in a Half Space of Linear Viscoelastic Material Representing the Lithosphere-Asthenosphere System
Frontiers in Science 214, 4(2): 21-28 DOI: 1.5923/j.fs.21442.1 Creeping Movement across a Long Strike-Slip Fault in a Half Space of Linear Viscoelastic Material Representing the Lithosphere-Asthenosphere
More informationCDS 101/110: Lecture 10.3 Final Exam Review
CDS 11/11: Lecture 1.3 Final Exam Review December 2, 216 Schedule: (1) Posted on the web Monday, Dec. 5 by noon. (2) Due Friday, Dec. 9, at 5: pm. (3) Determines 3% of your grade Instructions on Front
More informationLecture 7 MOS Capacitor
EE 471: Transport Phenomena in Solid State Devices Spring 2018 Lecture 7 MOS Capacitor Bryan Ackland Department of Electrical and Computer Engineering Stevens Institute of Technology Hoboken, NJ 07030
More informationP.3 Division of Polynomials
00 section P3 P.3 Division of Polynomials In this section we will discuss dividing polynomials. The result of division of polynomials is not always a polynomial. For example, xx + 1 divided by xx becomes
More informationHeat, Work, and the First Law of Thermodynamics. Chapter 18 of Essential University Physics, Richard Wolfson, 3 rd Edition
Heat, Work, and the First Law of Thermodynamics Chapter 18 of Essential University Physics, Richard Wolfson, 3 rd Edition 1 Different ways to increase the internal energy of system: 2 Joule s apparatus
More informationUniversal LaW of J^latGre: TboagbL tbe Solvent of fier Problems. CHICAGO, A U G U S T what thoy shall or shall not bollevo.
VO J^G: GO G 13 1892 O 142 " V z K x x' - * G -^ G x ( '! 1 < G O O G j 2 O 180 3 O O z OO V - O -OOK O O - O O - q G O - q x x K " 8 2 q 1 F O?" O O j j O 3 O - O O - G O ; 10000000 ; O G x G O O q! O
More information(1) Correspondence of the density matrix to traditional method
(1) Correspondence of the density matrix to traditional method New method (with the density matrix) Traditional method (from thermal physics courses) ZZ = TTTT ρρ = EE ρρ EE = dddd xx ρρ xx ii FF = UU
More informationOn The Cauchy Problem For Some Parabolic Fractional Partial Differential Equations With Time Delays
Journal of Mathematics and System Science 6 (216) 194-199 doi: 1.17265/2159-5291/216.5.3 D DAVID PUBLISHING On The Cauchy Problem For Some Parabolic Fractional Partial Differential Equations With Time
More informationPage 1 Tarro de miel Artime Creaciones (2)
Page 1 Tarro de miel Artime Creaciones (2) (3) W Artime Relojes #2 (4) 10 20 30 40 50 60 70 80 w www t w p p p ww t t w p p p p p www t t w pp p p p p {{{ ww t { w p p p p pp p {{ w { p{ w{ p p p p p p
More informationP.4 Composition of Functions and Graphs of Basic Polynomial Functions
06 section P4 P.4 Composition of Functions and Graphs of Basic Polynomial Functions input ff gg gg ff In the last three sections, we have created new functions with the use of function operations such
More informationEffect of Gyroscope Parameters on Gyroscopic Tremor Suppression in a Single Degree of Freedom
Brigham Young University BYU ScholarsArchive All Theses and Dissertations 2018-04-01 Effect of Gyroscope Parameters on Gyroscopic Tremor Suppression in a Single Degree of Freedom Brendon Connor Allen Brigham
More informationResearch Article Compression of Meanders
Discrete Mathematics Volume 0, Article ID 575, 6 pages http://dx.doi.org/0.55/0/575 Research Article Compression of Meanders A. Panayotopoulos, and P. Vlamos Department of Informatics, University of Piraeus,
More informationMathematics Ext 2. HSC 2014 Solutions. Suite 403, 410 Elizabeth St, Surry Hills NSW 2010 keystoneeducation.com.
Mathematics Ext HSC 4 Solutions Suite 43, 4 Elizabeth St, Surry Hills NSW info@keystoneeducation.com.au keystoneeducation.com.au Mathematics Extension : HSC 4 Solutions Contents Multiple Choice... 3 Question...
More informationWave Motion. Chapter 14 of Essential University Physics, Richard Wolfson, 3 rd Edition
Wave Motion Chapter 14 of Essential University Physics, Richard Wolfson, 3 rd Edition 1 Waves: propagation of energy, not particles 2 Longitudinal Waves: disturbance is along the direction of wave propagation
More informationLecture 29: Forced Convection II
Lecture 29: Forced Convection II Notes by MIT Student (and MZB) As discussed in the previous lecture, the magnitude of limiting current can be increased by imposing convective transport of reactant in
More informationPatterns of soiling in the Old Library Trinity College Dublin. Allyson Smith, Robbie Goodhue, Susie Bioletti
Patterns of soiling in the Old Library Trinity College Dublin Allyson Smith, Robbie Goodhue, Susie Bioletti Trinity College aerial view Old Library E N S W Old Library main (south) elevation Gallery Fagel
More informationAnswers to Practice Test Questions 3 Molecular Orbital Theory: Heteronuclear Diatomic Molecules
Answers to Practice Test Questions 3 Molecular Orbital Theory: Heteronuclear Diatomic Molecules 1. The electron configuration for HH is 1ss 1, so HH has 1 valence electron. The electron configuration for
More informationModule 7 (Lecture 27) RETAINING WALLS
Module 7 (Lecture 27) RETAINING WALLS Topics 1.1 RETAINING WALLS WITH METALLIC STRIP REINFORCEMENT Calculation of Active Horizontal and vertical Pressure Tie Force Factor of Safety Against Tie Failure
More informationChapter 7 Impulse and Momentum. So far we considered only constant force/s BUT There are many situations when the force on an object is not constant
Chapter 7 Ipulse and Moentu So far we considered only constant force/s BUT There are any situations when the force on an object is not constant Force varies with tie 7. The Ipulse-Moentu Theore DEFINITION
More informationVarying accelerating fields
Varying accelerating fields Two approaches for accelerating with time-varying fields Linear Accelerators Circular Accelerators Use many accelerating cavities through which the particle beam passes once.
More informationME5286 Robotics Spring 2017 Quiz 2
Page 1 of 5 ME5286 Robotics Spring 2017 Quiz 2 Total Points: 30 You are responsible for following these instructions. Please take a minute and read them completely. 1. Put your name on this page, any other
More informationSimple Codes MTH 440
Simple Codes MTH 440 Not all codes are for the purpose of secrecy Morse Code ASCII Zip codes Area codes Library book codes Credit Cards ASCII Code Steganography: Hidden in plain sight (example from http://www.bbc.co.uk/news/10
More informationHYDROMETRIC NETWORK REQUIREMENTS OKANAGAN BASIN FOR THE. Prepared for. Photo: Belgo Creek at Highway 33
YD QU F G f : g g 33 b g g G g 8 f g f g Dv, f v b g g G g 8 : b, f v b-b g g, ://.v.gv.b.// f g b f g. 1. 1 2. g.. 4 3. f F. 4. 11 5... 13 6... b b 1... 11 b 2. F.. x.. f f x.. b x... f g f g 1. b g f.
More informationWorksheets for GCSE Mathematics. Solving Equations. Mr Black's Maths Resources for Teachers GCSE 1-9. Algebra
Worksheets for GCSE Mathematics Solving Equations Mr Black's Maths Resources for Teachers GCSE 1-9 Algebra Equations Worksheets Contents Differentiated Independent Learning Worksheets Solving Equations
More informationChem 263 Winter 2018 Problem Set #2 Due: February 16
Chem 263 Winter 2018 Problem Set #2 Due: February 16 1. Use size considerations to predict the crystal structures of PbF2, CoF2, and BeF2. Do your predictions agree with the actual structures of these
More informationLOWELL WEEKLY JOURNAL.
Y 5 ; ) : Y 3 7 22 2 F $ 7 2 F Q 3 q q 6 2 3 6 2 5 25 2 2 3 $2 25: 75 5 $6 Y q 7 Y Y # \ x Y : { Y Y Y : ( \ _ Y ( ( Y F [ F F ; x Y : ( : G ( ; ( ~ x F G Y ; \ Q ) ( F \ Q / F F \ Y () ( \ G Y ( ) \F
More informationC8 100uF RJ6 JP6 MODULAR 6 RS kHz C60 JP21 LPF FAN C pF R X X D C pF -8V SUPPLY JP20 CABLE A/B HP FIL G H S S
u... J.. m. W.. J J u p p Y..kz Y J. v u. p u. J J.... u J W Y \ v.. (). W. W Y J p J W.. ibbon able, J.. J. J. Y J J W.. J W W u Z Z J... Z Z....... Z J Y.. p J v. p. J W W Y p w r e. W W W Y Y... J J
More informationCHEMISTRY Spring, 2018 QUIZ 1 February 16, NAME: HANS ZIMMER Score /20
QUIZ 1 February 16, 018 NAME: HANS ZIMMER Score /0 [Numbers without decimal points are to be considered infinitely precise. Show reasonable significant figures and proper units. In particular, use generally
More informationMathematics Paper 2 Grade 12 Preliminary Examination 2017
Mathematics Paper 2 Grade 12 Preliminary Examination 2017 DURATION: 180 min EXAMINER: R. Obermeyer MARKS: 150 MODERATOR: A. Janisch Date: 15 September 2017 External Moderator: I. Atteridge INSTRUCTIONS:
More informationFULL PRESCRIBING INFORMATION
HIGHLIGHTS OF PRESCRIBING INFORMATION T gg f G f ffv S f pbg f f G G (p p j) INJECTION, GEL f INTRAMUSCULAR SUBCUTANEOUS I US Appv: 192 ---------------------------------------INDICATIONS AND USAGE ---------------------------------------
More information3.2 A2 - Just Like Derivatives but Backwards
3. A - Just Like Derivatives but Backwards The Definite Integral In the previous lesson, you saw that as the number of rectangles got larger and larger, the values of Ln, Mn, and Rn all grew closer and
More informationc- : r - C ' ',. A a \ V
HS PAGE DECLASSFED AW EO 2958 c C \ V A A a HS PAGE DECLASSFED AW EO 2958 HS PAGE DECLASSFED AW EO 2958 = N! [! D!! * J!! [ c 9 c 6 j C v C! ( «! Y y Y ^ L! J ( ) J! J ~ n + ~ L a Y C + J " J 7 = [ " S!
More informationCHAPTER 5 Wave Properties of Matter and Quantum Mechanics I
CHAPTER 5 Wave Properties of Matter and Quantum Mechanics I 1 5.1 X-Ray Scattering 5.2 De Broglie Waves 5.3 Electron Scattering 5.4 Wave Motion 5.5 Waves or Particles 5.6 Uncertainty Principle Topics 5.7
More informationSTUDY OF GAS-LIQUID MASS TRANSFER IN A GRID STIRRED TANK
STUDY OF GAS-LIQUID MASS TRANSFER IN A GRID STIRRED TANK T.Lacassagne M. ElHajem F.Morge S.Simoëns J.Y Champagne Laboratoire de Mécanique des Fluides et d Acoustique UMR CNRS 5509 Ecole Centrale de Lyon
More informationBuoyancy and Stability of Immersed and Floating Bodies
Buoyancy and Stability of Immersed and Floating Bodies 9. 12. 2016 Hyunse Yoon, Ph.D. Associate Research Scientist IIHR-Hydroscience & Engineering Review: Pressure Force on a Plane Surface The resultant
More information1. Installing ActiveSync Downloading Files 36
Z Q 0 / ]. ] 0 0 0 0 Q / Q ^ 1 Q ] 0 ^ 0 YYYY QQQQ P P P P... aaaa H H n k p d d d d 0 0 0 0.... ++++ ) ) ) ) """### 1 )- W, V$, R $ 0, / U T /. 0R #,SR 0 $ Q / P 1 - - Q, Y Q, R Q / R -. 0R S\ / $ [ 1
More informationLecture 6. Notes on Linear Algebra. Perceptron
Lecture 6. Notes on Linear Algebra. Perceptron COMP90051 Statistical Machine Learning Semester 2, 2017 Lecturer: Andrey Kan Copyright: University of Melbourne This lecture Notes on linear algebra Vectors
More information(1) Introduction: a new basis set
() Introduction: a new basis set In scattering, we are solving the S eq. for arbitrary VV in integral form We look for solutions to unbound states: certain boundary conditions (EE > 0, plane and spherical
More information