«94 %&'( 80. Critical Area Composite Map. Stillwater. Township. Fredon. Township. Hardwick. Township. Green. Township. Allamuchy.

Size: px
Start display at page:

Download "«94 %&'( 80. Critical Area Composite Map. Stillwater. Township. Fredon. Township. Hardwick. Township. Green. Township. Allamuchy."

Transcription

1 Fresh Wter (FW1) Tut Pductin (FW2-TPC1) Tut Mintennce (FW1-TM), (FW2-TMC1) nd (FW2-TM) Criticl Are Cmpsite Mp Frelinghuysen, Wrren Cunty Wetlnds Crbnte Rc Ares Slpes with 1% r Greter Trgeted Frms 21 Hrdwic Pulins Kill 9 r Cree r 19 ver Tut r Cree ntn, NJ 000 Mp Prepred Nvember 11, 2013 Dt: f Frelinghuysen, NJ Highlnds Cuncil, NJDEP, NJDOT NJDEP 200 Lnd Use/Lnd Cver, Cunty f Wrren Office f GIS Mngement, te the plce f survey.

2 Outstnding Ntinl Resurce Wter: Fresh Wter (FW1) Fresh Wter--Tut Mintinence (FW1-TM) Ctegry One Wter: Tut Pductin (FW2-TPC1) Tut Mintennce (FW2-TMC1) Ctegry Tw Wter: Tut Mintennce (FW2-TM) Ctegry Tw Wter: Nn Tut (FW2-NT) River/Strems Hrdwic 21 Pulins Kill Surfce Wter Qulity Frelinghuysen, Wrren Cunty Strem Clssifictins: FW1 (Nt t be subject t ny mn-mde wstewter dischrges) FW2: (All ther freshwters) Antidegrdtin Designtins: ONRW: Outstnding Ntinl Resurce Wter (FW1) (nndegrdtin wters) C1: Ctegry One Wter (ptected fm ny mesurble chnge in wter qulity) C2: Ctegry Tw Wter (ll ther wters) Tut Sttus: TP: Tut Pductin TM: Tut Mintennce NT: Nn-Tut (ll thers) 9 r Cree r 19 ver Tut r Cree ntn, NJ 000 Mp Prepred Nvember, 2013 Dt Surces: Cunty f Wrren Office f GIS Mngement, FEMA, NJDEP te the plce f survey.

3 Wetlnds Mp Agriculturl Wetlnds (Mdified) Frelinghuysen, Wrren Cunty Deciduus Scrub/Shrub Wetlnds Deciduus Wded Wetlnds Herbceus Wetlnds Mixed Scrub/Shrub Wetlnds (Deciduus Dminted) All ther Wetlnd Types 21 Pulins K i ll Hrdwic 9 rc re r e u r t T Cr ee ver ( ' & % ntn, NJ Mp Prepred My 1, 2012 Dt: NJDEP 200 Lnd Use/Lnd Cver, Cunty f Wrren Office f GIS Mngement, NJDOT te the plce f survey.

4 Allentwn Dlmite () Jcsnburg Limestne (Oj) Jcsnburg Limestne nd Sequence t Wntge undivided (Ojw) Leithsville Frmtin (Cl) Lwer Prt f emntwn Gup () Upper Prt f emntwn Gup () Wter dies Crbnte Rc Ares Frelinghuysen, Wrren Cunty Hrdwic Ojw Oj Oj ntn, NJ Mp Prepred Octber 28, 2012 Dt Surces: Cunty f Wrren Office f GIS Mngement, NJGS dc Gelgy 200, NJDEP te the plce f survey. 1

5 Less thn 1% 1% r Greter Slpes Frelinghuysen, Wrren Cunty Hrdwic Pulins Kill 9 r Cree r ver Tut r Cree ntn, NJ 000 Mp Prepred Octber 29, 2013 Dt Surces: NJ Highlnds Cuncil LiDAR Dt 2008, Cunty f Wrren Office f GIS Mngement, NJDEP te the plce f survey.

6 Trgeted Frms 10 Frelinghuysen, Wrren Cunty Ppsed Agriculturl Develpment Are Hrdwic Trgeted Frms d Frmlnd ee 21 Le WMA 9 Pu lin White Le Kill lins u P u lins 08 Jhnsnburg Swmp Jhnsnburg d n P ud i K r Cmp Wsign r r re e r C 08 ver er White Le WMA 12 r Mnsins f 9 ve Ri r r Cree 80 Tr ut re e Glvers t r u Tr r 8 1 ( ' & % u T Jenny Jump Stte Frest r t 13 ntn, NJ 000 Jenny Jump Stte Frest Liberty P eq u e st Presbyterin Cmp & Cnference Glvers Center r Wsign Le Jhnsnburg Swmp dell Ridge Municipl uilding French Le r Dr Mn Frncis Le Mtheny Schl & Hspitl Rydell Pr Cutff w nn Lc Silver Le M 21 Tut Frelinghuysen Elementry Schl Genesis Frm v Frelinghuysen Frest 1 ll River/Strems Limestne Ridge r 9 Hrdwic Medws Lnd Prcels Kids Cmp 9 P 01 Gnme Hllw d Prs/Open Spce/Cmpgund r White Frm Assessed Pperties (Clss 3A nd 3) Cr s K ill White Le WMA ir l 02 Existing Agriculturl Develpment Are Mp Prepred Nvember, 2013 Dt Surces: f Frelinghuysen, Cunty f Wrren Office f GIS Mngement, NJDEP, NJDOT, NJ Asscitin f Cunty Tx rds 2. Cree 1 3 te the plce f survey.

7 Nturl Heritge Pririty Sites Mp Shuster Hrdwic Frelinghuysen, Wrren Cunty Nturl Heritge Pririty Sites White Le River/Strems Hrdwic Medw Pulins K i ll 21 Springdle Squires Crner Site 9 rc re 19 ver T u ntn, NJ dell Mrsh ( ' & % Ghst Le dell Ridge Cr ee r t Suthtwn Sinhle Glvers Luse r e Jhnsnburg 0.8 Mp Prepred My 10, 2012 Cunty f Wrren Office f GIS Mngement, NJDEP te the plce f survey.

I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o

I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o u l d a l w a y s b e t a k e n, i n c l u d f o l

More information

2 b. , a. area is S= 2π xds. Again, understand where these formulas came from (pages ).

2 b. , a. area is S= 2π xds. Again, understand where these formulas came from (pages ). AP Clculus BC Review Chpter 8 Prt nd Chpter 9 Things to Know nd Be Ale to Do Know everything from the first prt of Chpter 8 Given n integrnd figure out how to ntidifferentite it using ny of the following

More information

A 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 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 information

P 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 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 information

Precalculus Chapter P.2 Part 1 of 3. Mr. Chapman Manchester High School

Precalculus Chapter P.2 Part 1 of 3. Mr. Chapman Manchester High School Preclculus Chpter P. Prt of Mr. Chpmn Mnchester High School Eponents Scientific Nottion Recll: ( ) () 5 ( )( )( ) ()()()() Consider epression n : Red s to the nth power. is clled the bse n is clled the

More information

Gloucester County Open Space Hazard Mitigation Management Plan

Gloucester County Open Space Hazard Mitigation Management Plan The Purpose of the Pln Gloucester County Open Spce Hzrd Mitigtion Mngement Pln The Hzrd Mitigtion Grnt Progrm (HMGP) is federlly-sponsored progrm (through FEMA) tht provides grnts to Sttes nd loclities

More information

MASSACHUSETTS Election Statistics

MASSACHUSETTS Election Statistics . MASSACHUSETTS Eletin Statistis 1984 In ardane with the prvisins f the Massahusetts General Laws, Chapter 54, Setin 133 ffie f the Massahusetts Seretary f State Mihael Jseph Cnnlly, Seretary Publiatins

More information

COMPILATION OF AUTOMATA FROM MORPHOLOGICAL TWO-LEVEL RULES

COMPILATION OF AUTOMATA FROM MORPHOLOGICAL TWO-LEVEL RULES Kimmo Koskenniemi Re se ar ch Unit for Co mp ut at io na l Li ng ui st ic s University of Helsinki, Hallituskatu 11 SF-00100 Helsinki, Finland COMPILATION OF AUTOMATA FROM MORPHOLOGICAL TWO-LEVEL RULES

More information

MAJOR 40,000m GOLD EXPLORATION DRILLING PROGRAM COMMENCES

MAJOR 40,000m GOLD EXPLORATION DRILLING PROGRAM COMMENCES 2 Nvember 2016 MAJOR 40,000m GOLD EXPLORATION DRILLING PROGRAM COMMENCES Highlights A majr explratin drilling prgram has cmmenced n the Tampia Gld Prject t scpe the extent f the knwn gld resurce thrugh

More information

F48T10VHO, F60T10VHO, F72T10VHO, F96T12HO (1 LAMP ONLY) ELECTRICAL DATA (120V APPLICATION)

F48T10VHO, F60T10VHO, F72T10VHO, F96T12HO (1 LAMP ONLY) ELECTRICAL DATA (120V APPLICATION) LOW TEMPERATURE ELECTRONIC F72T8HO (1 ONLY) (1 ONLY) ELECTRICAL DATA (120V APPLICATION) /(N) /(L) INPUT VOLT: 120V ± 10%, 50/60Hz WATTS/TYPE F48T8HO F60T8HO F72T8HO F48T12HO F60T12HO F72T12HO F96T12HO

More information

P a g e 3 6 of R e p o r t P B 4 / 0 9

P a g e 3 6 of R e p o r t P B 4 / 0 9 P a g e 3 6 of R e p o r t P B 4 / 0 9 p r o t e c t h um a n h e a l t h a n d p r o p e r t y fr om t h e d a n g e rs i n h e r e n t i n m i n i n g o p e r a t i o n s s u c h a s a q u a r r y. J

More information

MOTILAL NEHRU COLLEGE: BENITO JUAREZ MARG:NEW DELHI-21 Sports Criteria & Guidelines for Sports Admissions ( )

MOTILAL NEHRU COLLEGE: BENITO JUAREZ MARG:NEW DELHI-21 Sports Criteria & Guidelines for Sports Admissions ( ) MOTILAL EHRU COLLEGE: BEITO UAREZ MARG:EW DELHI-21 Sprt Criteri & Guideline fr Sprt Adiin (2015-16) A per the Univerity ntifictin n. Ac.1/086/UG/Ad.-rcedure- Schedule/2015-16/489 dted My 20, 2015; the

More information

I I I I. NOBLm NOBLE NOBLE S1 JAMES CLAIMS MINING CORPORATION LTD GRID TOPOGRAPHY GEOLOGY 9 MINERAL CLAIMS LEGEND SYMBOL. 00 i. lo 0f 0 Iv SO.

I I I I. NOBLm NOBLE NOBLE S1 JAMES CLAIMS MINING CORPORATION LTD GRID TOPOGRAPHY GEOLOGY 9 MINERAL CLAIMS LEGEND SYMBOL. 00 i. lo 0f 0 Iv SO. j R m F me km P NDY R j MGNET DEN TN P v Q c P ME 8 c RBNTE d c PERMN ND PENNYVNN HE REEK GR P GEG EGEND e HGHY FTED RBNEU RGTE d GREY TE GREEN N EERVED FRM N T E FW TERED GREENTNE G v NBE NBE NBm c REEK

More information

CANKAYA UNIVERSITY FACULTY OF ENGINEERING MECHANICAL ENGINEERING DEPARTMENT ME 313 HEAT TRANSFER

CANKAYA UNIVERSITY FACULTY OF ENGINEERING MECHANICAL ENGINEERING DEPARTMENT ME 313 HEAT TRANSFER CANKAYA UNIVERSITY FACUTY OF ENGINEERING MECHANICA ENGINEERING DEPARTMENT ME 313 HEAT TRANSFER CHAPTER-3 EXAMPES 1) Cnsider a slab f thicness as illustrated in figure belw. A fluid at temperature T 1 with

More information

The Trapezoidal Rule

The Trapezoidal Rule _.qd // : PM Pge 9 SECTION. Numericl Integrtion 9 f Section. The re of the region cn e pproimted using four trpezoids. Figure. = f( ) f( ) n The re of the first trpezoid is f f n. Figure. = Numericl Integrtion

More information

T h e C S E T I P r o j e c t

T 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 information

PHYSICS 211 MIDTERM I 21 April 2004

PHYSICS 211 MIDTERM I 21 April 2004 PHYSICS MIDERM I April 004 Exm is closed book, closed notes. Use only your formul sheet. Write ll work nd nswers in exm booklets. he bcks of pges will not be grded unless you so request on the front of

More information

AN ATLAS OF THE EVERGLADES AGRICULTURAL AREA SURFACE WATER MANAGEMENT BASINS

AN ATLAS OF THE EVERGLADES AGRICULTURAL AREA SURFACE WATER MANAGEMENT BASINS TECHNICAL MEMORANDUM AN ATLAS OF THE EVERGLADES AGRICULTURAL AREA SURFACE WATER MANAGEMENT BASINS By Richrd M. Cooper DR E-274 September 1989 Wter Resources Division Resource Plnning Deprtment South Florid

More information

S3 GuideStar NOTICE. GUlDESTAR

S3 GuideStar NOTICE. GUlDESTAR NOTICE GuideStr hs been frmed by the IRSf prcessg errrs n IRSFrms 990 filed electrniclly between Jnury 1 2009 nd December 2010 fr frm yer 2008. These prcessg errrs resulted ccurte dt pperg n the scnned

More information

IDENTITIES FORMULA AND FACTORISATION

IDENTITIES FORMULA AND FACTORISATION SPECIAL PRODUCTS AS IDENTITIES FORMULA AND FACTORISATION. Find the product of : (i) (n + ) nd ((n + 5) ( + 0.) nd ( + 0.5) (iii) (y + 0.7) nd (y + 0.) (iv) + 3 nd + 3 (v) y + 5 nd 3 y + (iv) 5 + 7 nd +

More information

MATH FIELD DAY Contestants Insructions Team Essay. 1. Your team has forty minutes to answer this set of questions.

MATH FIELD DAY Contestants Insructions Team Essay. 1. Your team has forty minutes to answer this set of questions. MATH FIELD DAY 2012 Contestnts Insructions Tem Essy 1. Your tem hs forty minutes to nswer this set of questions. 2. All nswers must be justified with complete explntions. Your nswers should be cler, grmmticlly

More information

Minnesota State University, Mankato 44 th Annual High School Mathematics Contest April 12, 2017

Minnesota State University, Mankato 44 th Annual High School Mathematics Contest April 12, 2017 Minnesot Stte University, Mnkto 44 th Annul High School Mthemtics Contest April, 07. A 5 ft. ldder is plced ginst verticl wll of uilding. The foot of the ldder rests on the floor nd is 7 ft. from the wll.

More information

PROPOSAL TO CONDUCT ANALYSIS OF SEISMIC ACTIVITY ON THE KILAUEA EAST RIFT ZONE. Submitted by: Dr. Patricia Cooper and Dr.

PROPOSAL TO CONDUCT ANALYSIS OF SEISMIC ACTIVITY ON THE KILAUEA EAST RIFT ZONE. Submitted by: Dr. Patricia Cooper and Dr. PROPOSAL TO CONDUCT ANALYSIS OF SEISMIC ACTIVITY ON THE KILAUEA EAST RIFT ZONE Submitted by: Dr. Ptrici Cper nd Dr. Greg Mre Gephysics The gephysics prgrm hs the ptentil t prvide numbe r f types f infrmtin

More information

Reducing Nonpoint Source Pollution through Effective Ditch Management

Reducing Nonpoint Source Pollution through Effective Ditch Management Reducing Nonpoint Source Pollution through Effective Ditch Mngement Meliss Huert DNREC Division of Wtershed Stewrdship Dringe Progrm University of Delwre Artificil Dringe in Delwre Engineered system to

More information

Energy Inputs and Outputs

Energy Inputs and Outputs Energy Inputs and Outputs Sun Earth ultravilet visible infrared Bth Sun and Earth behave as blackbdies (absrb 100% incident radiatin; emit radiatin at all wavelengths in all directins) Earth receives energy

More information

DIRECT CURRENT CIRCUITS

DIRECT CURRENT CIRCUITS DRECT CURRENT CUTS ELECTRC POWER Consider the circuit shown in the Figure where bttery is connected to resistor R. A positive chrge dq will gin potentil energy s it moves from point to point b through

More information

ECE430 Name 5 () ( '-'1-+/~ Or"- f w.s. Section: (Circle One) 10 MWF 12:30 TuTh (Sauer) (Liu) TOTAL: USEFUL INFORMATION

ECE430 Name 5 () ( '-'1-+/~ Or- f w.s. Section: (Circle One) 10 MWF 12:30 TuTh (Sauer) (Liu) TOTAL: USEFUL INFORMATION " ~~~~~,",,_~"",,"cr,~ - r " ECE430 Name 5 () ( '-'1-+/~ Or"- f ws Exam #2 (print Name) Spring 2005 Section: (Circle One) 10 MWF 12:30 TuTh (Sauer) (Liu) Problem 1 Problem 2 Problem 3 Problem 4 TOTAL:

More information

Physics 102. Final Examination. Spring Semester ( ) P M. Fundamental constants. n = 10P

Physics 102. Final Examination. Spring Semester ( ) P M. Fundamental constants. n = 10P ε µ0 N mp M G T Kuwit University hysics Deprtment hysics 0 Finl Exmintin Spring Semester (0-0) My, 0 Time: 5:00 M :00 M Nme.Student N Sectin N nstructrs: Drs. bdelkrim, frsheh, Dvis, Kkj, Ljk, Mrfi, ichler,

More information

176 5 t h Fl oo r. 337 P o ly me r Ma te ri al s

176 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 information

SPECIFICATION SHEET : WHSG4-UNV-T8-HB

SPECIFICATION SHEET : WHSG4-UNV-T8-HB SPECIFICATION SHEET : WHSG4UNVT8HB ELECTRICAL DATA (120V APPLICATION) INPUT VO LT : 120V ± 10%, 50/60H z LAM P W ATTS/T YPE F17T8 F25T8 F30T8 F 32T8 F32T 8( 25W ) F32T8(28W ) F32T8(30W ) FB31T 8 FB32T8

More information

Boxing Blends Sub step 2.2 Focus: Beginning, Final, and Digraph Blends

Boxing Blends Sub step 2.2 Focus: Beginning, Final, and Digraph Blends Boxing Blends Sub step 2.2 Focus: Beginning, Final, and Digraph Blends Boxing Blends Game Instructions: (One Player) 1. Use the game board appropriate for your student. Cut out the boxes to where there

More information

Form 5 HKCEE 1990 Mathematics II (a 2n ) 3 = A. f(1) B. f(n) A. a 6n B. a 8n C. D. E. 2 D. 1 E. n. 1 in. If 2 = 10 p, 3 = 10 q, express log 6

Form 5 HKCEE 1990 Mathematics II (a 2n ) 3 = A. f(1) B. f(n) A. a 6n B. a 8n C. D. E. 2 D. 1 E. n. 1 in. If 2 = 10 p, 3 = 10 q, express log 6 Form HK 9 Mthemtics II.. ( n ) =. 6n. 8n. n 6n 8n... +. 6.. f(). f(n). n n If = 0 p, = 0 q, epress log 6 in terms of p nd q.. p q. pq. p q pq p + q Let > b > 0. If nd b re respectivel the st nd nd terms

More information

Y.J. Cho **, Hazim Awbi** & Taghi Karimipanah* *) Fresh AB, SWEDEN **) University of Reading, UK

Y.J. Cho **, Hazim Awbi** & Taghi Karimipanah* *) Fresh AB, SWEDEN **) University of Reading, UK The Characteristics f Wall Cnfluent Jets fr Ventilated Enclsures 9 th Internatinal Cnference n Air Distributin in Rs niversity f Cibra PORTGAL Y.J. Ch **, Hazi Awbi** & Taghi Kariipanah* *) Fresh AB, SWEDEN

More information

REVIEW Chapter 1 The Real Number System

REVIEW Chapter 1 The Real Number System Mth 7 REVIEW Chpter The Rel Number System In clss work: Solve ll exercises. (Sections. &. Definition A set is collection of objects (elements. The Set of Nturl Numbers N N = {,,,, 5, } The Set of Whole

More information

OH 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! 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 information

THE MIDWAY & GAMES GRADE 4 SOCIAL STUDIES DEEP IN THE HEART OF TEXAS THE TEXAS STAR ILLUMINATED

THE MIDWAY & GAMES GRADE 4 SOCIAL STUDIES DEEP IN THE HEART OF TEXAS THE TEXAS STAR ILLUMINATED THE MIDWY & GMES GRDE 4 SOCI STUDIES DEEP IN THE HERT OF TEXS THE TEXS STR IUMINTED T Mw TECHER G F SOCIIES STUD Dp H f Tx T Tx S Im I w: z pc mb p f. Smmz f S. U v pm c c cq fm b Tx. C w f Tx S., c v

More information

The Periodic Table. Periodic Properties. Can you explain this graph? Valence Electrons. Valence Electrons. Paramagnetism

The Periodic Table. Periodic Properties. Can you explain this graph? Valence Electrons. Valence Electrons. Paramagnetism Periodic Properties Atomic & Ionic Radius Energy Electron Affinity We want to understand the variations in these properties in terms of electron configurations. The Periodic Table Elements in a column

More information

Panel Analysis of Well Production History in the Barnett Shale

Panel Analysis of Well Production History in the Barnett Shale Panel Analysis f Well Prductin Histry in the Barnett Shale Kenneth Medlck, Likeleli Seitlhek, Gürcan Gülen, Svetlana Iknnikva, and Jhn Brwning fr the study The Rle f Shale Gas in the U.S. Energy Transitin:

More information

The Periodic Table of Elements

The Periodic Table of Elements The Periodic Table of Elements 8 Uuo Uus Uuh (9) Uup (88) Uuq (89) Uut (8) Uub (8) Rg () 0 Ds (9) 09 Mt (8) 08 Hs (9) 0 h () 0 Sg () 0 Db () 0 Rf () 0 Lr () 88 Ra () 8 Fr () 8 Rn () 8 At (0) 8 Po (09)

More information

Algebra Readiness PLACEMENT 1 Fraction Basics 2 Percent Basics 3. Algebra Basics 9. CRS Algebra 1

Algebra Readiness PLACEMENT 1 Fraction Basics 2 Percent Basics 3. Algebra Basics 9. CRS Algebra 1 Algebr Rediness PLACEMENT Frction Bsics Percent Bsics Algebr Bsics CRS Algebr CRS - Algebr Comprehensive Pre-Post Assessment CRS - Algebr Comprehensive Midterm Assessment Algebr Bsics CRS - Algebr Quik-Piks

More information

The exam must be written in ink. No calculators of any sort allowed. You have 2 hours to complete the exam. Periodic table 7 0

The exam must be written in ink. No calculators of any sort allowed. You have 2 hours to complete the exam. Periodic table 7 0 Email: The exam must be written in ink. No calculators of any sort allowed. You have 2 hours to complete the exam. CEM 610B Exam 3 Spring 2002 Instructor: Dr. Brian Pagenkopf Page Points 2 6 3 7 4 9 5

More information

DA 3: The Mean Value Theorem

DA 3: The Mean Value Theorem Differentition pplictions 3: The Men Vlue Theorem 169 D 3: The Men Vlue Theorem Model 1: Pennslvni Turnpike You re trveling est on the Pennslvni Turnpike You note the time s ou pss the Lenon/Lncster Eit

More information

Land Information New Zealand Topographic Strategy DRAFT (for discussion)

Land Information New Zealand Topographic Strategy DRAFT (for discussion) Land Infrmatin New Zealand Tpgraphic Strategy DRAFT (fr discussin) Natinal Tpgraphic Office Intrductin The Land Infrmatin New Zealand Tpgraphic Strategy will prvide directin fr the cllectin and maintenance

More information

9-1 (a) A weak electrolyte only partially ionizes when dissolved in water. NaHCO 3 is an

9-1 (a) A weak electrolyte only partially ionizes when dissolved in water. NaHCO 3 is an Chpter 9 9- ( A ek electrolyte only prtilly ionizes hen dissolved in ter. NC is n exmple of ek electrolyte. (b A Brønsted-ory cid is cule tht dontes proton hen it encounters bse (proton cceptor. By this

More information

Fe = Fe + e MnO + 8H + 5e = Mn

Fe = Fe + e MnO + 8H + 5e = Mn Redox Titrtions Net trnsfer of electrons during the rection. xidtion numbers of two/more species chnge. Stisfies requirements for rections in quntittion;. lrge K b. fst rection Blncing redox rections:

More information

Solutions and Ions. Pure Substances

Solutions and Ions. Pure Substances Class #4 Solutions and Ions CHEM 107 L.S. Brown Texas A&M University Pure Substances Pure substance: described completely by a single chemical formula Fixed composition 1 Mixtures Combination of 2 or more

More information

CHEM 10113, Quiz 5 October 26, 2011

CHEM 10113, Quiz 5 October 26, 2011 CHEM 10113, Quiz 5 October 26, 2011 Name (please print) All equations must be balanced and show phases for full credit. Significant figures count, show charges as appropriate, and please box your answers!

More information

2 tel

2   tel Us. Timeless, sophisticated wall decor that is classic yet modern. Our style has no limitations; from traditional to contemporar y, with global design inspiration. The attention to detail and hand- craf

More information

o Alphabet Recitation

o Alphabet Recitation Letter-Sound Inventory (Record Sheet #1) 5-11 o Alphabet Recitation o Alphabet Recitation a b c d e f 9 h a b c d e f 9 h j k m n 0 p q k m n 0 p q r s t u v w x y z r s t u v w x y z 0 Upper Case Letter

More information

QUADRATIC EQUATIONS OBJECTIVE PROBLEMS

QUADRATIC EQUATIONS OBJECTIVE PROBLEMS QUADRATIC EQUATIONS OBJECTIVE PROBLEMS +. The solution of the eqution will e (), () 0,, 5, 5. The roots of the given eqution ( p q) ( q r) ( r p) 0 + + re p q r p (), r p p q, q r p q (), (d), q r p q.

More information

Physics 202, Lecture 10. Basic Circuit Components

Physics 202, Lecture 10. Basic Circuit Components Physics 202, Lecture 10 Tody s Topics DC Circuits (Chpter 26) Circuit components Kirchhoff s Rules RC Circuits Bsic Circuit Components Component del ttery, emf Resistor Relistic Bttery (del) wire Cpcitor

More information

MTH 122 Fall 2008 Essex County College Division of Mathematics Handout Version 10 1 October 14, 2008

MTH 122 Fall 2008 Essex County College Division of Mathematics Handout Version 10 1 October 14, 2008 MTH 22 Fll 28 Essex County College Division of Mthemtics Hndout Version October 4, 28 Arc Length Everyone should be fmilir with the distnce formul tht ws introduced in elementry lgebr. It is bsic formul

More information

French Scheme of Work 2 Year Cycle for Mixed Age Classes Years 5 & 6 Year A - 35 lessons x 45 minutes Year B - 35 lessons x 45 minutes

French Scheme of Work 2 Year Cycle for Mixed Age Classes Years 5 & 6 Year A - 35 lessons x 45 minutes Year B - 35 lessons x 45 minutes Frnh Shm f Wr 2 Yr Cl fr Mid A Cl Yr 5 & 6 Yr A - 35 ln 45 mut Yr B - 35 ln 45 mut YEAR A Prt 1 D hp b - 5 ln Prt 1 D nu trrdir 8 ln Lnu Cntnt Knwld but Lnu Lnu Cntnt Knwld but Lnu Vbulr Indfit rt Vbulr

More information

Lecture 09: Myhill-Nerode Theorem

Lecture 09: Myhill-Nerode Theorem CS 373: Theory of Computtion Mdhusudn Prthsrthy Lecture 09: Myhill-Nerode Theorem 16 Ferury 2010 In this lecture, we will see tht every lnguge hs unique miniml DFA We will see this fct from two perspectives

More information

Software Process Models there are many process model s in th e li t e ra t u re, s om e a r e prescriptions and some are descriptions you need to mode

Software Process Models there are many process model s in th e li t e ra t u re, s om e a r e prescriptions and some are descriptions you need to mode Unit 2 : Software Process O b j ec t i ve This unit introduces software systems engineering through a discussion of software processes and their principal characteristics. In order to achieve the desireable

More information

Conduction Heat Transfer

Conduction Heat Transfer Cnductn Heat Transfer Practce prblems A steel ppe f cnductvty 5 W/m-K has nsde and utsde surface temperature f C and 6 C respectvely Fnd the heat flw rate per unt ppe length and flux per unt nsde and per

More information

ADORO TE DEVOTE (Godhead Here in Hiding) te, stus bat mas, la te. in so non mor Je nunc. la in. tis. ne, su a. tum. tas: tur: tas: or: ni, ne, o:

ADORO TE DEVOTE (Godhead Here in Hiding) te, stus bat mas, la te. in so non mor Je nunc. la in. tis. ne, su a. tum. tas: tur: tas: or: ni, ne, o: R TE EVTE (dhd H Hdg) L / Mld Kbrd gú s v l m sl c m qu gs v nns V n P P rs l mul m d lud 7 súb Fí cón ví f f dó, cru gs,, j l f c r s m l qum t pr qud ct, us: ns,,,, cs, cut r l sns m / m fí hó sn sí

More information

As a 7" of total no. of shares of the comoanv. As a o/o of total no. of shares of the company, assuming full conversion ofthe convertible sacrrrilicc

As a 7 of total no. of shares of the comoanv. As a o/o of total no. of shares of the company, assuming full conversion ofthe convertible sacrrrilicc ntrductry ub-tble ()() den.517385clfsecuirty:equtycevuer.2/- Qurter ended: 30.09.2014 Prtly pid-up hre N. f prtly pid-up hre A t/ f ttl n. f PrtlY neid-un hre {eld b prmter/prmter grup -{eld h nublic Ttl

More information

The Laws of Sines and Cosines

The Laws of Sines and Cosines The Lws f Sines nd sines I The Lw f Sines We hve redy seen tht with the ute nge hs re: re sin In se is tuse, then we hve re h where sin 80 h 0 h sin 80 S re Thus, the frmu: 0 h sin y the Suppementry nge

More information

Informazioni per il lettore

Informazioni per il lettore ë A P C D m U murb U F M G B H B AR D Am D APD m A P U à R m G P C D APD m A P U à R m A D M D APD m A P U à R m M D D m C A P B D L mm A U D E T U E T N K M C mã D m U murb U F M G B H B O m w M M D m

More information

Beginning and Ending Cash and Investment Balances for the month of January 2016

Beginning and Ending Cash and Investment Balances for the month of January 2016 ADIISTRATIVE STAFF REPRT T yr nd Tn uncil rch 15 216 SBJET Jnury 216 nth End Tresurer s Reprt BAKGRD The lifrni Gvernment de nd the Tn f Dnville s Investment Plicy require tht reprt specifying the investment

More information

TP1 - Introduction to ArcGIS

TP1 - Introduction to ArcGIS TP1 - Intrductin t ArcGIS During this practical, we will use ArcGIS (ArcMap and ArcCatalg) t create maps f predictrs that culd explain the bserved bird richness in Switzerland. ArcMap is principally used

More information

Myhill-Nerode Theorem

Myhill-Nerode Theorem Overview Myhill-Nerode Theorem Correspondence etween DA s nd MN reltions Cnonicl DA for L Computing cnonicl DFA Myhill-Nerode Theorem Deepk D Souz Deprtment of Computer Science nd Automtion Indin Institute

More information

Physics Jonathan Dowling. Lecture 9 FIRST MIDTERM REVIEW

Physics Jonathan Dowling. Lecture 9 FIRST MIDTERM REVIEW Physics 10 Jonthn Dowling Physics 10 ecture 9 FIRST MIDTERM REVIEW A few concepts: electric force, field nd potentil Electric force: Wht is the force on chrge produced by other chrges? Wht is the force

More information

The Ability C ongress held at the Shoreham Hotel Decem ber 29 to 31, was a reco rd breaker for winter C ongresses.

The Ability C ongress held at the Shoreham Hotel Decem ber 29 to 31, was a reco rd breaker for winter C ongresses. The Ability C ongress held at the Shoreham Hotel Decem ber 29 to 31, was a reco rd breaker for winter C ongresses. Attended by m ore than 3 00 people, all seem ed delighted, with the lectu res and sem

More information

Chapter 1, Part 1. Regular Languages. CSC527, Chapter 1, Part 1 c 2012 Mitsunori Ogihara 1

Chapter 1, Part 1. Regular Languages. CSC527, Chapter 1, Part 1 c 2012 Mitsunori Ogihara 1 Chpter 1, Prt 1 Regulr Lnguges CSC527, Chpter 1, Prt 1 c 2012 Mitsunori Ogihr 1 Finite Automt A finite utomton is system for processing ny finite sequence of symols, where the symols re chosen from finite

More information

FY 13 TDC Revenue Report 31-Dec-2012

FY 13 TDC Revenue Report 31-Dec-2012 CLLR CNTY TRST TAX RVN CAC January 10, 2013 V-1 Staff Reprts 1 f 18 Budget escriptin und Y 13 Adpted Budget Y 13 (5%) Reserved by Law Y 13 Net Budget Y 13 recast Variance t Y 13 Budget Beach acilities

More information

OVERALL PROJECT MAP SH 5 OF 13 SH 4 OF 13 SH 3 OF 13 SH 13 OF 13 SH 6 OF 13 SH 2 OF 13 SH 10 OF 13 SH 7 OF 13 SH 1 OF 13 OF 13 SH 8 OF 13 SH 9 OF 13

OVERALL PROJECT MAP SH 5 OF 13 SH 4 OF 13 SH 3 OF 13 SH 13 OF 13 SH 6 OF 13 SH 2 OF 13 SH 10 OF 13 SH 7 OF 13 SH 1 OF 13 OF 13 SH 8 OF 13 SH 9 OF 13 214+ 215+ 217+ 218+ 233+ 237+ 238+ 236+ 235+ 234+ 6+ 61+ 62+ 63+ 64+ 65+ 66+ 67+ 68+ 69+ 7+ 71+ 72+ 73+ 74+ 79+ 8+ 87+ 17+ 19+ 21+ 116+ 117+ + 118+ 119+ 12+ 121+ 122+ 123+ 124+ 125+ 81+ 86+ 88+ 87+ 98+

More information

SOLUTIONS SET 1 MATHEMATICS CLASS X

SOLUTIONS SET 1 MATHEMATICS CLASS X Tp Careers & Yu SOLUTIONS SET MTHEMTICS CLSS X. 84 7 Prime factrs f 84 are, and 7.. Sum f zeres 5 + 4 Prduct f zeres 5 4 0 Required plynmial x ( )x + ( 0) x + x 0. Given equatin is x + y 0 Fr x, y L.H.S

More information

First Midterm Examination

First Midterm Examination Çnky University Deprtment of Computer Engineering 203-204 Fll Semester First Midterm Exmintion ) Design DFA for ll strings over the lphet Σ = {,, c} in which there is no, no nd no cc. 2) Wht lnguge does

More information

CHAPTER 1 Regular Languages. Contents

CHAPTER 1 Regular Languages. Contents Finite Automt (FA or DFA) CHAPTE 1 egulr Lnguges Contents definitions, exmples, designing, regulr opertions Non-deterministic Finite Automt (NFA) definitions, euivlence of NFAs nd DFAs, closure under regulr

More information

Statistical Mechanics of Money, Income, and Wealth

Statistical Mechanics of Money, Income, and Wealth Statistical Mechanics of Money, Income, and Wealth Victor M. Yakovenko Adrian A. Dragulescu and A. Christian Silva Department of Physics, University of Maryland, College Park, USA http://www2.physics.umd.edu/~yakovenk/econophysics.html

More information

What is the periodic table?

What is the periodic table? The periodic table of the elements represents one of the greatest discoveries in the history of science that certain elements, the basic chemical substances from which all matter is made, resemble each

More information

Tutorial 3: Building a spectral library in Skyline

Tutorial 3: Building a spectral library in Skyline SRM Curse 2013 Tutrial 3 Spectral Library Tutrial 3: Building a spectral library in Skyline Spectral libraries fr SRM methd design and fr data analysis can be either directly added t a Skyline dcument

More information

Table of C on t en t s Global Campus 21 in N umbe r s R e g ional Capac it y D e v e lopme nt in E-L e ar ning Structure a n d C o m p o n en ts R ea

Table of C on t en t s Global Campus 21 in N umbe r s R e g ional Capac it y D e v e lopme nt in E-L e ar ning Structure a n d C o m p o n en ts R ea G Blended L ea r ni ng P r o g r a m R eg i o na l C a p a c i t y D ev elo p m ent i n E -L ea r ni ng H R K C r o s s o r d e r u c a t i o n a n d v e l o p m e n t C o p e r a t i o n 3 0 6 0 7 0 5

More information

Spin Cut-off Parameter of Nuclear Level Density and Effective Moment of Inertia

Spin Cut-off Parameter of Nuclear Level Density and Effective Moment of Inertia Commun. Theor. Phys. (Beijing, China) 43 (005) pp. 709 718 c International Academic Publishers Vol. 43, No. 4, April 15, 005 Spin Cut-off Parameter of Nuclear Level Density and Effective Moment of Inertia

More information

MAT 1275: Introduction to Mathematical Analysis

MAT 1275: Introduction to Mathematical Analysis 1 MT 1275: Intrdutin t Mtemtil nlysis Dr Rzenlyum Slving Olique Tringles Lw f Sines Olique tringles tringles tt re nt neessry rigt tringles We re ging t slve tem It mens t find its si elements sides nd

More information

Indian Affairs to place the below mentioned property in Choctaw County in trust status with the United States of America.

Indian Affairs to place the below mentioned property in Choctaw County in trust status with the United States of America. CB- 144-16 TO AUTHORIE THE CHIEF TO PLACE PROPERT IN CHOCTAW COUNT IN TRUST STATUS WITH THE UNITED STATES OF AMERICA IN THE TRIBAL COUNCIL OF THE CHOCTAW NATION ANTHON DILLARD INTRODUCED THE FOLLOWING

More information

Homework 3 Solutions

Homework 3 Solutions CS 341: Foundtions of Computer Science II Prof. Mrvin Nkym Homework 3 Solutions 1. Give NFAs with the specified numer of sttes recognizing ech of the following lnguges. In ll cses, the lphet is Σ = {,1}.

More information

02/05/09 Last 4 Digits of USC ID: Dr. Jessica Parr

02/05/09 Last 4 Digits of USC ID: Dr. Jessica Parr Chemistry 05 B First Letter of PLEASE PRINT YOUR NAME IN BLOCK LETTERS Exam last Name Name: 02/05/09 Last 4 Digits of USC ID: Dr. Jessica Parr Lab TA s Name: Question Points Score Grader 2 2 9 3 9 4 2

More information

378 Relations Solutions for Chapter 16. Section 16.1 Exercises. 3. Let A = {0,1,2,3,4,5}. Write out the relation R that expresses on A.

378 Relations Solutions for Chapter 16. Section 16.1 Exercises. 3. Let A = {0,1,2,3,4,5}. Write out the relation R that expresses on A. 378 Reltions 16.7 Solutions for Chpter 16 Section 16.1 Exercises 1. Let A = {0,1,2,3,4,5}. Write out the reltion R tht expresses > on A. Then illustrte it with digrm. 2 1 R = { (5,4),(5,3),(5,2),(5,1),(5,0),(4,3),(4,2),(4,1),

More information

Chapter 2. Coulomb s Law and Electric Field Intensity

Chapter 2. Coulomb s Law and Electric Field Intensity Chapter. Culmb s Law and lectric Field Intensit Hat; 9/9/009; -1.1 The perimental Law f Culmb Frm the eperiment the frce between tw charged bjects is QQ F k : Frce in Newtn (N) where Q1 and Q : Charges

More information

Medium Scale Integrated (MSI) devices [Sections 2.9 and 2.10]

Medium Scale Integrated (MSI) devices [Sections 2.9 and 2.10] EECS 270, Winter 2017, Lecture 3 Page 1 f 6 Medium Scale Integrated (MSI) devices [Sectins 2.9 and 2.10] As we ve seen, it s smetimes nt reasnable t d all the design wrk at the gate-level smetimes we just

More information

4181H Problem Set 11 Selected Solutions. Chapter 19. n(log x) n 1 1 x x dx,

4181H Problem Set 11 Selected Solutions. Chapter 19. n(log x) n 1 1 x x dx, 48H Problem Set Selected Solutions Chpter 9 # () Tke f(x) = x n, g (x) = e x, nd use integrtion by prts; this gives reduction formul: x n e x dx = x n e x n x n e x dx. (b) Tke f(x) = (log x) n, g (x)

More information

Math Foundations 20 Work Plan

Math Foundations 20 Work Plan Math Fundatins 20 Wrk Plan Units / Tpics 20.8 Demnstrate understanding f systems f linear inequalities in tw variables. Time Frame December 1-3 weeks 6-10 Majr Learning Indicatrs Identify situatins relevant

More information

Graph Theory. Dr. Saad El-Zanati, Faculty Mentor Ryan Bunge Graduate Assistant Illinois State University REU. Graph Theory

Graph Theory. Dr. Saad El-Zanati, Faculty Mentor Ryan Bunge Graduate Assistant Illinois State University REU. Graph Theory Grph Theory Gibson, Ngel, Stnley, Zle Specil Types of Bckground Motivtion Grph Theory Dniel Gibson, Concordi University Jckelyn Ngel, Dominicn University Benjmin Stnley, New Mexico Stte University Allison

More information

AP Human Geography Pre-Test. A. World Cities. B. Multiple Nuclei Model. D, Least Cost Theory. E. Cultural Landscape. F, Concentric Zone Model

AP Human Geography Pre-Test. A. World Cities. B. Multiple Nuclei Model. D, Least Cost Theory. E. Cultural Landscape. F, Concentric Zone Model Paul T. Gray, Jr. Russellville High Schl - Russellville, AR paul.gray@rsdmail.k12.ar.us AP Human Gegraphy Pre-Test MATCHING- Therists in Human Gegraphy 1. Carl Sauer A. Wrld Cities 2. Jhann Heinrich vn

More information

v = 1(1 t) + 1(1 + t). We may consider these components as vectors in R n and R m : w 1. R n, w m

v = 1(1 t) + 1(1 + t). We may consider these components as vectors in R n and R m : w 1. R n, w m 20 Diagonalization Let V and W be vector spaces, with bases S = {e 1,, e n } and T = {f 1,, f m } respectively Since these are bases, there exist constants v i and w such that any vectors v V and w W can

More information

Dangote Flour Mills Plc

Dangote Flour Mills Plc SUMMARY OF OFFER Opening Date 6 th September 27 Closing Date 27 th September 27 Shares on Offer 1.25bn Ord. Shares of 5k each Offer Price Offer Size Market Cap (Post Offer) Minimum Offer N15. per share

More information

CMPSCI 250: Introduction to Computation. Lecture #31: What DFA s Can and Can t Do David Mix Barrington 9 April 2014

CMPSCI 250: Introduction to Computation. Lecture #31: What DFA s Can and Can t Do David Mix Barrington 9 April 2014 CMPSCI 250: Introduction to Computtion Lecture #31: Wht DFA s Cn nd Cn t Do Dvid Mix Brrington 9 April 2014 Wht DFA s Cn nd Cn t Do Deterministic Finite Automt Forml Definition of DFA s Exmples of DFA

More information

7.3 Problem 7.3. ~B(~x) = ~ k ~ E(~x)=! but we also have a reected wave. ~E(~x) = ~ E 2 e i~ k 2 ~x i!t. ~B R (~x) = ~ k R ~ E R (~x)=!

7.3 Problem 7.3. ~B(~x) = ~ k ~ E(~x)=! but we also have a reected wave. ~E(~x) = ~ E 2 e i~ k 2 ~x i!t. ~B R (~x) = ~ k R ~ E R (~x)=! 7. Problem 7. We hve two semi-innite slbs of dielectric mteril with nd equl indices of refrction n >, with n ir g (n ) of thickness d between them. Let the surfces be in the x; y lne, with the g being

More information

Example. Have precipitation and streamflow data, need to estimate losses

Example. Have precipitation and streamflow data, need to estimate losses Excess Rinfll Excess rinfll Rinfll tht is neither retined on the lnd surfce nor infiltrted into the soil Grph of excess rinfll versus time is clled excess rinfll hyetogrph Direct runoff = observed stremflow

More information

GROWTH PHASES IN THE LIFE OF A LICHEN THALLUS

GROWTH PHASES IN THE LIFE OF A LICHEN THALLUS New Phytl. (974) 73, 93-98. GROWTH PHSES N THE LFE OF LCHEN THLLUS BY R.. RMSTRONG The Btany Schl, Oxfrd University {Received 2 March 974) SUMMRY The grwth rates f thalli f flise saxiclus lichens befre

More information

A Novel Isolated Buck-Boost Converter

A Novel Isolated Buck-Boost Converter vel slated uck-st Cnverter S-Sek Kim *,WOO-J JG,JOOG-HO SOG, Ok-K Kang, and Hee-Jn Kim ept. f Electrical Eng., Seul atinal University f Technlgy, Krea Schl f Electrical and Cmputer Eng., Hanyang University,

More information

Intro to Nuclear and Particle Physics (5110)

Intro to Nuclear and Particle Physics (5110) Intro to Nucler nd Prticle Physics (5110) Feb, 009 The Nucler Mss Spectrum The Liquid Drop Model //009 1 E(MeV) n n(n-1)/ E/[ n(n-1)/] (MeV/pir) 1 C 16 O 0 Ne 4 Mg 7.7 14.44 19.17 8.48 4 5 6 6 10 15.4.41

More information

Chemistry 2 Exam Roane State Academic Festival. Name (print neatly) School

Chemistry 2 Exam Roane State Academic Festival. Name (print neatly) School Name (print neatly) School There are fifteen question on this exam. Each question is weighted equally. n the answer sheet, write your name in the space provided and your answers in the blanks provided.

More information

Airo & Berlis LLP Barristers and Solicitors

Airo & Berlis LLP Barristers and Solicitors Air & Berlis LLP Brristers nd Slicitrs Le F. Lng Direct: 416.865.7778 E-il:llng@irdberlis.c Nveber 17, 2016 ur File N. 112062 VIA EMAIL: kren.whitney(yrk.c AND REGULAR MAIL Kren Whitney, MCIP, RPP Directr,

More information

BASIC DIRECT-CURRENT MEASUREMENTS

BASIC DIRECT-CURRENT MEASUREMENTS Brwn University Physics 0040 Intrductin BASIC DIRECT-CURRENT MEASUREMENTS The measurements described here illustrate the peratin f resistrs and capacitrs in electric circuits, and the use f sme standard

More information

t r ès s r â 2s ré t s r té s s s s r é é ér t s 2 ï s t 1 s à r

t r ès s r â 2s ré t s r té s s s s r é é ér t s 2 ï s t 1 s à r P P r t r t tr t r ès s rs té P rr t r r t t é t q s q é s Prés té t s t r r â 2s ré t s r té s s s s r é é ér t s 2 ï s t 1 s à r ès r é r r t ît P rt ré ré t à r P r s q rt s t t r r2 s rtí 3 Pr ss r

More information

Exercises H /OOA> f Wo AJoTHS l^»-l S. m^ttrt /A/ ?C,0&L6M5 INFERENCE FOR DISTRIBUTIONS OF CATEGORICAL DATA. tts^e&n tai-ns 5 2%-cas-hews^, 27%

Exercises H /OOA> f Wo AJoTHS l^»-l S. m^ttrt /A/ ?C,0&L6M5 INFERENCE FOR DISTRIBUTIONS OF CATEGORICAL DATA. tts^e&n tai-ns 5 2%-cas-hews^, 27% /A/ mttrt?c,&l6m5 INFERENCE FOR DISTRIBUTIONS OF CATEGORICAL DATA Exercses, nuts! A cmpany clams that each batch f ttse&n ta-ns 5 2%-cas-hews, 27% almnds, 13% macadama nuts, and 8% brazl nuts. T test ths

More information