OIL & GAS GATHERING, TRANSPORTATION AND TREATMENT
|
|
- Roger Payne
- 5 years ago
- Views:
Transcription
1 ! -M Z (Y ^ _ `a* "bc O "O /7(> & $= K 71( 0L$=/ 0 (7 )*+,0 ] La -./ C<4! 0 $ ' Z 78 ;AG5b./ C./1 $= ] = LG N!$= )I & K 4 = I \ *a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
2 天然气与石油 NATURAL GAS AND OIL 2017 年 6 月 "# %#$% ;Z 4Z,2! : #$%!L 2!< ;5G,#$% #$% #$% C=% b1 & b, b\ MX $% Y*: ` 9 b4bg ` C G2- #$%$% Y*4O.C H2!#VWXY!'!# -', P #$%Y 9: 2 $ X 2 MU*,84 ; -b Z,_ $ -% Q%bB 2, Z `&B, 2<N E ;.$% /` Q%, b _ 4 U, $ X Y 2/-bB, ; #$%G Y4$ X(. $ XY Y E% 2-b M %,', /#$% Ec )1EN ; & -,GH Y 47UV % 78.C? Y #$% Y c!#5-',)] A M $ X 6,V, M U*GH 2N 6 6. #$%, E 2, 6,$ X ; %Ec )^E 6,O?!' # 9 -' #$% [ ` 9:,' b- YN X` [ 8b9:?@> 9:9: < 9:E9:,U 9:847 b9:/6p#$% ^E,9:\ 27% 7 XE b`%ec bc?_#$% ^EXW` 8 [,', 47,/% B 47 _^ %47Ec-.W Q%-b Ec, E, b[!' #5 IJ UZ[ M A Y #$%, c; #$%G Y*YN % G )NY N ; 4;#$% 7. ^, ) 2 Q A4 EU, ay #$ %, c5q%nb GaG6! E3, b CD,2! - XY9 A 6 PY, ae5gh ay 1, O 6 A6P a Y 4U Y, a^ % EX,Y & A6P Y^Y Y.%,^ E cy?@ \,. % ^Ec 'Z A6 P#$%Y,c#$%G % Ga % \ az<abcj N O ' A6P#$%Y a \,#$%G Yb % G 78 a,%\ a? GH E,Y ` 6. aay, 4 S[ Y), +Y
3 # IJ \ T a TJAB 78C 36 % _, 787 A6P 78T ; 78CD 47 bc ; 78 U,b #$%^, 787 )?_,A,E 4J B2B2 I+GH cecd 78, WEc_A _7R<?;^ 78 a KWEc)4 1/,J ^@ & 78 2; 6.UWX,C #$%?D Y % 64 Y^? ( Y G Y T ` b Y? `#$%G 3 3 UWXC #$%; 84 7 E42" ^ 78 ; 8 ^ Q%E\7 Y W 7 "!# []" '!#^L)*_$ 6 G% T T1 \] % a H H 7A az, 6 % _ ; bc CD47 9b 4 9b ; E ; 7 -.bc ; 4 T " # ` Zab?c, L ' #ab ' '!#5 5% b Q%GH b! 24T"$% b % IJD -! 2_ Q%< EX7T" $%,b -.WEX K E & +,#$%T-b,M E H% 52 bc,t- X 3 X,. a9b E47, U % IJU9 N O E X ; 6 E 6 E EX ; && E '' 7,# $% & X Z%, b 2! %, EX9b c # R (01 b 4 M G a b IJ % U E b Q%% 66 '& & ''6 2 6 &&& & 6 X '& & && & 6 '' & 3 X 6 '6 && ' & & '& && 6 && & U ' ' # [ 7 T,Y a %GH % 2Ec; 6&^. Ec; 6' < & ) b EX _J Z=#$%b Y 2 EXY%2! ) Ec ' 7'aEc 3 Z 6& ;^#
4 天然气与石油 NATURAL GAS AND OIL 2017 年 6 月 $%, *Y #$%Y GHX " # L [" ' # [ \ ^24 U, a ^ W ; 36, 3 `#$%, EXY ^ * B2B2 Y X 6 Q % E c G 3,#$%Ec ; Ec; & G 'G [, ; 3, 3 W4 Q% (. GH% 3 ^ %; Q% 36 % G G 78 " # +3+38F \ [" ' # \ CD & ` Y X & T " a H8 A 2 CZ 2 6.D2 H * a9b4 E YXXE,Y98 #0 E Y U,Y EXY98 % b W <6 C,#$% Y <6 /0 " ) + `"678 3&9F = " <3 66' " 2 %-=,% #%- # * %-%- : %-A*, %* %-" % 0.,) # % 7,0 (8 $ #+, / ) # % )*% ( -/.0 ) 0% = " 2* %. %- *#) ( %.,$ ' " 3 " 3678AB 9 & ABGST= " <
5 T 6 " B,*,%!#%-"2,.% D ( /.0 ) 0% #% #+, /#. 7,0 (8 $2 $ = " 8, %-. %- *#) ( %.,$ 0 6 " +N " T678 FDE " C' : ' '" 8, % * %-, >, $* %-" 78 )*%#) (%, ($ " ; #!#%- *#% )*#%?0 $ ' '" 6 +N." T678 F " C ': " 8, % * %-, >, $* %- : %- D %-$*,% (" #+, /#. 7,0 (8 $ )*% ( - " ; #!#%- *#% )*#%?0 $ " & "6781 P J" " C: 6" : %-B,. %-"7,0 (8 $?0 ) $#%-*0%. )*% ( - " %.."; #!#%- *#%?0 (,?0 $ 6" 2 " T678&JG= = "6 78 :'' " %- =# +#%- A* %- B,% #" D / 0 % 3; %% )*% ( - #% 78%,/ ),0 0$= "7,0 (8 $ %.,$ 0 ' ' " ' V N." 788 QST= "6789: & " A* %- A*#(# %- : %- %-1 # ; # B,* %- (" D $0)* % 2 (, # % / 0(. ;;( )9 - #% 78?( % = "7,0 (8 $ %. #( & " XY."678Y88 A= " '6 &" : %-2*#!# >, : #* # 2,% E #, (" % ( $#$ / (.3?0($#% 7,0 (8 $ #+, /#.?0 ) $ = 0- %$ 0 # % / #( # (.$ 6 &" "678 &9 AB J T" + +: /#&" ##,%"?0 ) $ # # # % /.0 ) 0% D (2 $/7,0 (8 $0 %?( % ">#C % >#C % 2*#, 4%#0$# &" c". R& 678 & 9 GST "6 6 /#&" B %-, %(#" 2,.% D#%- &.0 ) 0%$/0 7,0 (8 $ 1# *.$ 0# %" " # %!#% # %!#% 4%#0$# &" P#]."9. & GQR&66? "& " A* %-E %- #%- : %- #)* 8, ; (" *. / 0 D#%-.0 ) 0% /0 7,0 ( 8 $.$ 0# % /.0 ) 0% &66? " & "."678&9JP ''">? " &" A* %%- A* %-2* %- : #%- ("?0 ) $ %. #)/.0 ) 0% D#%-/0 7,0 (8 $ ''">? " &" 2,."@ 88& GPQR6? "6 ' " %-># % #%- #$ %- A*, #% (" #)%. *. / 0D#%-.0 ) 0% #% 7,0 (8 $ *0,-* 2 33$ %. %$# % 6? " 6 ' " 6." T & AB'&? " " A* %-!,% >, E!,% (" 78?0 3) (. (..0 ) 0% D (2 $ '&? " " & ". R& &9 AB'? " " A* %-=#%- %- " 2 $ /: 0 %..0 ) 0% D (.$ 0# % '? " " $ `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
SPARE CONNECTORS KTM 2014
SPAREPARTSCATALOG: // ENGINE ART.-NR.: 3208201EN CONTENT CONNECTORS FOR WIRING HARNESS AA-AN CONNECTORS FOR WIRING HARNESS AO-BC CONNECTORS FOR WIRING HARNESS BD-BQ CONNECTORS FOR WIRING HARNESS BR-CD
More informationSPAREPARTSCATALOG: CONNECTORS SPARE CONNECTORS KTM ART.-NR.: 3CM EN
SPAREPARTSCATALOG: CONNECTORS ART.-NR.: 3CM3208201EN CONTENT SPARE CONNECTORS AA-AN SPARE CONNECTORS AO-BC SPARE CONNECTORS BD-BQ SPARE CONNECTORS BR-CD 3 4 5 6 SPARE CONNECTORS CE-CR SPARE CONNECTORS
More information22ND CENTURY_J1.xls Government Site Hourly Rate
Escalation rate 000 AA0 Administrative Assistant Level I 000 AA0 Administrative Assistant Level II 000 AB0 Application Engineer Level I 000 AB0 Application Engineer Level II 000 AC0 Application Programmer
More informationAppendix 5-1: Attachment J.1 Pricing Table -1: IMS Ceiling Loaded Rates at Contractor Site
Appendix 5-1: Attachment J.1 Pricing Table -1: IMS Ceiling Loaded Rates at Contractor Site Escalation rate 4.6% 4.6% 4.6% 4.6% 4.6% 4.6% 4.6% 4.6% 4.6% 0001 AA01 Administrative Assistant Level I $51.00
More informationGeometry Pre AP Graphing Linear Equations
Geometry Pre AP Graphing Linear Equations Name Date Period Find the x- and y-intercepts and slope of each equation. 1. y = -x 2. x + 3y = 6 3. x = 2 4. y = 0 5. y = 2x - 9 6. 18x 42 y = 210 Graph each
More informationGEOMETRY R Unit 4: More Transformations / Compositions. Day Classwork Homework Monday 10/16. Perpendicular Bisector Relationship to Transformations
GEOMETRY R Unit 4: More Transformations / Compositions Day Classwork Homework Monday 10/16 Perpendicular Bisector Relationship to Transformations HW 4.1 Tuesday 10/17 Construction of Parallel Lines Through
More informationGeometry Unit 2: Linear. Section Page and Problems Date Assigned
Geometry Name: Geometry Unit 2: Linear Topics Covered: Midpoint formula Distance formula Slope Slope- Intercept Form Point- Slope Form Standard Form Assignment # Section Page and Problems Date Assigned
More informationTMCH Report March February 2017
TMCH Report March 2013 - February 2017 Contents Contents 2 1 Trademark Clearinghouse global reporting 3 1.1 Number of jurisdictions for which a trademark record has been submitted for 3 2 Trademark Clearinghouse
More informationOPAL-RT FIU User Guide.
OPAL-RT FIU User Guide www.opal-rt.com Published by Opal-RT Technologies, Inc. 1751 Richardson, suite 2525 Montreal, Quebec, Canada H3K 1G6 www.opal-rt.com 2013 Opal-RT Technologies, Inc. All rights reserved
More informationSegments Proofs Reference
Segments Proofs Reference Properties of Equality Addition Property Subtraction Property Multiplication Property Division Property Distributive Property Reflexive Property The properties above may only
More informationPlastic Fiber Optics. Photoelectric Sensors with Special Properties Plastic fiber optics BFO
fiber optics Fiber optics are generally available in a diffuse sensor or throughbeam design. The diffuse sensors have an integrated emitter and receiver fiber at the optical head; the through-beam sensors
More informationCHAMPIONSHIP 49 Graduates in
V K C V C C C K ) C C C - C C x z x K C V C 22 C C C C C C C q q V C q? C q ; C C z 7 - - z x - C C > V q U 2> C K? Y z? Y UY 5 C V C C C- C C C C C V - K C V >2% U > % U >- 89; 222 V C K C - C C z V z
More informationCHAPTER 6 : COORDINATE GEOMETRY CONTENTS Page 6. Conceptual Map 6. Distance Between Two Points Eercises Division Of A Line Segment 4 Eercises
ADDITIONAL MATHEMATICS MODULE 0 COORDINATE GEOMETRY CHAPTER 6 : COORDINATE GEOMETRY CONTENTS Page 6. Conceptual Map 6. Distance Between Two Points Eercises 6. 3 6.3 Division Of A Line Segment 4 Eercises
More informationBEC Machine Products 171 Ruth Rd Harleysville, Pa T. (215) F: (215) E:
1 BEC Machine Products BEC Machine Products 171 Ruth Rd Harleysville, Pa. 19438 T. (215) 256-3100 F: (215) 256-3108 E: info@becmachine.com GOVERNMENT/CUSTOMER DRAWING / SPEC BEC PT# NATIONAL STOCK NUMBER#
More informationParts List, Wiring Diagrams
Parts List, Wiring Diagrams PAH 210-300 SERIES 3 Phase PACKAGE AIR CONDITIONER UNITS TABLE OF CONTENTS PARTS LIST --------------2-5 PARTS DRAWINGS ------ 6-22 CHARGING CHARTS ---- 23-25 WIRING DIAGRAMS
More informationARML Practice Problems Arvind Thiagarajan, May 7, 2006
1 Geometry Problems ARML Practice Problems Arvind Thiagarajan, 005-006 May 7, 006 1. Find the coordinates of the point on the circle with equation (x 6) + (y 5) = 5 that is nearest the point (, 11). (TJ
More informationCD _. _. 'p ~~M CD, CD~~~~V. C ~'* Co ~~~~~~~~~~~~- CD / X. pd.0 & CD. On 0 CDC _ C _- CD C P O ttic 2 _. OCt CD CD (IQ. q"3. 3 > n)1t.
n 5 L n q"3 +, / X g ( E 4 11 " ') $ n 4 ) w Z$ > _ X ~'* ) i 1 _ /3 L 2 _ L 4 : 5 n W 9 U~~~~~~ 5 T f V ~~~~~~~~~~~~ (Q ' ~~M 3 > n)1 % ~~~~V v,~~ _ + d V)m X LA) z~~11 4 _ N cc ', f 'd 4 5 L L " V +,
More informationPartial Derivatives. Partial Derivatives. Partial Derivatives. Partial Derivatives. Partial Derivatives. Partial Derivatives
In general, if f is a function of two variables x and y, suppose we let only x vary while keeping y fixed, say y = b, where b is a constant. By the definition of a derivative, we have Then we are really
More informationFLIGHTS TO / FROM CANADA ARE DOMESTIC
MINIMUM CONNECTING TIME Houston, USA FLIGHTS TO / FROM CANADA ARE DOMESTIC IAH (Intercontinental Airport) DOMESTIC TO DOMESTIC :45 AA TO DL :40 CO TO AC :30 AA, UA, US :20 CO :30 DL, WN :25 DOMESTIC TO
More informationChapter 2: Properties of Angles and Triangles
Chapter 2: Properties of Angles and Triangles Section 2.1 Chapter 2: Properties of Angles and Triangles Section 2.1: Angle Properties and Parallel Lines Terminology: Transversal : A line that intersects
More information;/ *. 7 &9*R . C 2 <0* # "2 <AC (:* "' < %)V AB C. Downloaded from qjal.smtc.ac.ir at 23: on Sunday May 13th 2018
( - ) 1394 @R$ 8 %& b ;/ *. 7 1393/12/18 1394/2/28 :6# :G"#a 2 "V*D 1 AB C &9*R "' : > ; *$ id: 0* :6 i: > (:* 0 > ' # *,2 T# "? 0 > # "5 EOAB N*> # "5 UA;
More informationGeometry Period Unit 2 Constructions Review
Name 2-7 Review Geometry Period Unit 2 Constructions Review Date 2-1 Construct an Inscribed Regular Hexagon and Inscribed equilateral triangle. -Measuring radius distance to make arcs. -Properties of equilateral
More information! "#$ %& ' (! ( )* *+, )0 ' %8 7)*, '.3 %) # C8$ 1$ B $ 3! -8 &! 4-3 /) *+ ' 2; ' A 4, 1. / 8!
" # / +,(- )*/( '&% / $ * " # / :/! "#$ %& ' (! ( )* *+, -. 3 4 2/0 1/ - 1/ 8 5 60 ' 5 7* /0+ ' 8 %) ;$ " - *+,
More information. 1. Chain rules. Directional derivative. Gradient Vector Field. Most Rapid Increase. Implicit Function Theorem, Implicit Differentiation
1 Chain rules 2 Directional derivative 3 Gradient Vector Field 4 Most Rapid Increase 5 Implicit Function Theorem, Implicit Differentiation 6 Lagrange Multiplier 7 Second Derivative Test Theorem Suppose
More informationWorking with Data sent to a Computer or Flash Stick
Working with Data sent to a Computer or Flash Stick File Names and File Formats Data sent to a flash stick is saved as a.txt file. The file name for the saved file is in the format: DATA FILE TYPE Send
More informationGeometry Period Unit 2 Constructions Review
Name 2-7 Review Geometry Period Unit 2 Constructions Review Date 2-1 Construct an Inscribed Regular Hexagon and Inscribed equilateral triangle. -Measuring radius distance to make arcs. -Properties of equilateral
More informationSimilar shapes.
Similar shapes www.q8maths.com 4. R C 45 cm 26 cm A 8 cm B P 12 cm Q The two triangles ABC and PQR are mathematically similar. Angle A = angle P. Angle B = angle Q. AB = 8 cm. AC = 26 cm. PQ = 12 cm. QR
More informationGradient and Directional Derivatives
Gradient and Directional Derivatives MATH 311, Calculus III J. Robert Buchanan Department of Mathematics Fall 2011 Background Given z = f (x, y) we understand that f : gives the rate of change of z in
More informationCountry
Total EU-12 31,2 26,6 21,1 22,5 25,9 29,2 29,6 29,7 30,5 29,9 25,3 25,1 EU-15 28,1 28,6 28,6 29,4 28,8 24,3 24,2 EU-25 25,0 25,0 A 15,0 13,4 14,3 15,6 14,9 16,6 13,6 5,3 10,9 10,8 B 41,9 44,7 51,6 53,5
More informationIf the center of the sphere is the origin the the equation is. x y z 2ux 2vy 2wz d 0 -(2)
Sphere Definition: A sphere is the locus of a point which remains at a constant distance from a fixed point. The fixed point is called the centre and the constant distance is the radius of the sphere.
More informationContents. MATH 32B-2 (18W) (L) G. Liu / (TA) A. Zhou Calculus of Several Variables. 1 Homework 1 - Solutions 3. 2 Homework 2 - Solutions 13
MATH 32B-2 (8) (L) G. Liu / (TA) A. Zhou Calculus of Several Variables Contents Homework - Solutions 3 2 Homework 2 - Solutions 3 3 Homework 3 - Solutions 9 MATH 32B-2 (8) (L) G. Liu / (TA) A. Zhou Calculus
More informationThe cache is 4-way set associative, with 4-byte blocks, and 16 total lines
Sample Problem 1 Assume the following memory setup: Virtual addresses are 20 bits wide Physical addresses are 15 bits wide The page size if 1KB (2 10 bytes) The TLB is 2-way set associative, with 8 total
More informationDrill Exercise - 1. Drill Exercise - 2. Drill Exercise - 3
Drill Exercise - 1 1. Find the distance between the pair of points, (a sin, b cos ) and ( a cos, b sin ). 2. Prove that the points (2a, 4a) (2a, 6a) and (2a + 3 a, 5a) are the vertices of an equilateral
More informationComplete Bipartite Graphs with No Rainbow Paths
International Journal of Contemporary Mathematical Sciences Vol. 11, 2016, no. 10, 455-462 HIKARI Ltd, www.m-hikari.com https://doi.org/10.12988/ijcms.2016.6951 Complete Bipartite Graphs with No Rainbow
More informationModule 1 Topic C Lesson 14 Reflections
Geometry Module 1 Topic C Lesson 14 Reflections The purpose of lesson 14 is for students to identify the properties of reflection, to use constructions to find line of reflection, get familiar with notations
More informationCIS-331 Fall 2013 Exam 1 Name: Total of 120 Points Version 1
Version 1 1. (24 Points) Show the routing tables for routers A, B, C, and D. Make sure you account for traffic to the Internet. NOTE: Router E should only be used for Internet traffic. Router A Router
More informationIf three points A (h, 0), P (a, b) and B (0, k) lie on a line, show that: a b 1.
ASSIGNMENT ON STRAIGHT LINES LEVEL 1 (CBSE/NCERT/STATE BOARDS) 1 Find the angle between the lines joining the points (0, 0), (2, 3) and the points (2, 2), (3, 5). 2 What is the value of y so that the line
More informationConstruction Instructions. Construct the perpendicular bisector of a line segment. Or, construct the midpoint of a line segment.
Construction Instructions Construct the perpendicular bisector of a line segment. Or, construct the midpoint of a line segment. 1.) Begin with line segment XY. 2.) Place the compass at point X. Adjust
More information= w. w u. u ; u + w. x x. z z. y y. v + w. . Remark. The formula stated above is very important in the theory of. surface integral.
1 Chain rules 2 Directional derivative 3 Gradient Vector Field 4 Most Rapid Increase 5 Implicit Function Theorem, Implicit Differentiation 6 Lagrange Multiplier 7 Second Derivative Test Theorem Suppose
More information!! G2$'! S #! +. &4*5 6/' 6)&7!2 &#.! 01 < >0 MN K > 8 ' OV! > 1'./0E,- > ' M " ( A ; $ ( A ; 1 A $ ( AV 'T 9^ 98, 9 ` 9< NO T _ 4' NO 45 J& 9./0 KL >
G2$'! S #! +. &4*5 6/' 6)&7!2 &#.!! : ; 9 ?@ABCD ++: ; 9 E 9 : ; FGHIJ: K L M N O 1,- N O 1.,- 1 1 /-0: < 1,/01PQ RSTU&V!J; K L MW?XY XYW? 9 W Z Z [\ ]^W? : ; 9_` Mabc XY,, < 1 W? < 0 0NO W? Z,, Q?
More information; 7, /<=' +> 0 .# CD )4 MD F '( E . 6 J( 78 V+ # '( )% .## ] p5 F Z(!# )7 #
$)$# : &',!"#$ /.7 87,,9 5/6,14 23 * +,-. /0,1 ; 7, /
More informationand A L T O SOLO LOWELL. MICHIGAN, THURSDAY, MAY 15, 1930 Council In Lowell Regular meeting of the Common Council of the Village of
BU K B ;; UY Y 5 930 VU XXXV B B j j x j Y B B K Y BK 730 830 Q B 3 B 5 38 38 0 8 38 B B V Y Y 8 * } * * * V U 0 Y U x! 5 x & V B Y B j B Y q x q 5 j 7 8 (55 98 7 8 x z q x) K B K z Z x B 5 x x q z B [B
More information[Bharathi, 3(2): February, 2014] ISSN: Impact Factor: 1.852
IJESRT INTERNATIONAL JOURNAL OF ENGINEERING SCIENCES & RESEARCH TECHNOLOGY Associators in the Nucleus of Antiflexible Rings DR. D. Bharathi *1, M. Hema Prasad 2 *1 Associate Professor, Department of Mathematics,
More informationCIS-331 Spring 2016 Exam 1 Name: Total of 109 Points Version 1
Version 1 Instructions Write your name on the exam paper. Write your name and version number on the top of the yellow paper. Answer Question 1 on the exam paper. Answer Questions 2-4 on the yellow paper.
More informationMaharashtra Board Class IX Mathematics (Geometry) Sample Paper 1 Solution
Maharashtra Board Class IX Mathematics (Geometry) Sample Paper 1 Solution Time: hours Total Marks: 40 Note: (1) All questions are compulsory. () Use of a calculator is not allowed. 1. i. In the two triangles
More informationA LIST OF MINIMA AND MAXIMA TIMINGS
A LIST OF MINIMA AND MAXIMA TIMINGS ANTON PASCHKE anton@paschke.com Abstract: The list contains minima of eclipsing and maxima of pulsatings stars, it continues the list published in OEJV 0073. Instruments
More information5200/7200 Fall 2007 Concurrence theorems for triangles
5200/7200 Fall 2007 Concurrence theorems for triangles There are two basic concurrence theorems for triangles that hold in neutral geometry, that of medians and of angle bisectors, but it seems hard to
More informationÎ by John B. Pan, S. J. Fu Jan CalvsrsSty, Taipei, Formol a. TITEOEEM 1, If the semigroup S satisfies. THEOREM 2. If S and T are two semigroups
GAZETA DE MATEMÁTICA 19 Topological Semigroups Î by John B. Pan, S. J. Fu Jan CalvsrsSty, Taipei, Formol a Introduction. A topological semigroup is a system consisting of a set S, an operation, (we omit
More informationVocabulary Point- Line- Plane- Ray- Line segment- Congruent-
* Geometry Overview Vocabulary Point- an exact location. It is usually represented as a dot, but it has no size at all. Line- a straight path that extends without end in opposite directions. Plane- a flat
More informationCertificate. Certificate number: Certified by EY CertifyPoint since: July 10, 2018
Certificate Certificate number: 2018-016 Certified by EY CertifyPoint since: July 10, 2018 Based on certification examination in conformity with defined requirements in ISO/IEC 17065:2012 and ETSI EN 319
More informationMath 21a Tangent Lines and Planes Fall, What do we know about the gradient f? Tangent Lines to Curves in the Plane.
Math 21a Tangent Lines and Planes Fall, 2016 What do we know about the gradient f? Tangent Lines to Curves in the Plane. 1. For each of the following curves, find the tangent line to the curve at the point
More information0,0 is referred to as the end point.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 Chapter 2: Radical Functions 2.1 Radical Functions and Transformations (Day 1) For the function y x, the radicand, x, must
More informationDay 6: Triangle Congruence, Correspondence and Styles of Proof HOMEWORK
Day 6: Triangle Congruence, Correspondence and Styles of Proof HOMEWORK 1. If AB DE and ABC DEF as shown in the diagram, what additional information would make the triangles congruent using only SAS SAS
More informationDubna 2018: lines on cubic surfaces
Dubna 2018: lines on cubic surfaces Ivan Cheltsov 20th July 2018 Lecture 1: projective plane Complex plane Definition A line in C 2 is a subset that is given by ax + by + c = 0 for some complex numbers
More informationTerm: Definition: Picture:
10R Unit 7 Triangle Relationships CW 7.8 HW: Finish this CW 7.8 Review for Test Answers: See Teacher s Website Theorem/Definition Study Sheet! Term: Definition: Picture: Exterior Angle Theorem: Triangle
More information3. SOLUTION: Since point T is on the x-axis, the y-coordinate of the point will be 0. On the triangle it is indicated that.
Position and label each triangle on the coordinate plane. 1. right with legs and so that is 2a units long and leg is 2b units long Since this is a right triangle, two sides can be located on axis. Place
More informationTransformations and Isometries
Transformations and Isometries Definition: A transformation in absolute geometry is a function f that associates with each point P in the plane some other point P in the plane such that (1) f is one-to-one
More informationCHAPTER - 10 STRAIGHT LINES Slope or gradient of a line is defined as m = tan, ( 90 ), where is angle which the line makes with positive direction of x-axis measured in anticlockwise direction, 0 < 180
More informationCIS-331 Exam 2 Fall 2015 Total of 105 Points Version 1
Version 1 1. (20 Points) Given the class A network address 117.0.0.0 will be divided into multiple subnets. a. (5 Points) How many bits will be necessary to address 4,000 subnets? b. (5 Points) What is
More informationGeometry Advanced Fall Semester Exam Review Packet -- CHAPTER 1
Name: Class: Date: Geometry Advanced Fall Semester Exam Review Packet -- CHAPTER Multiple Choice. Identify the choice that best completes the statement or answers the question.. Which statement(s) may
More informationHomework Questions 1 Gradient of a Line using y=mx+c
(C1-5.1a) Name: Homework Questions 1 Gradient of a Line using y=mx+c 1. State the gradient and the y-intercept of the following linear equations a) y = 2x 3 b) y = 4 6x m= 2 c = -3 c) 2y = 8x + 4 m= -6
More informationA. All equipment and materials used shall be standard components that are regularly manufactured and used in the manufacturer s system.
ENDURA EE500 SERIES ENDURAXPRESS TECHNICAL SPECIFICATIONS SECURITY SYSTEM DIVISION 28 ELECTRONIC SAFETY AND SECURITY LEVEL 1_28 20 00 ELECTRONIC SURVEILLANCE LEVEL 2_28 23 00 VIDEO SURVEILLANCE LEVEL 3_28
More informationKevin James. MTHSC 206 Section 15.6 Directional Derivatives and the Gra
MTHSC 206 Section 15.6 Directional Derivatives and the Gradient Vector Definition We define the directional derivative of the function f (x, y) at the point (x 0, y 0 ) in the direction of the unit vector
More informationDrill Exercise - 1. Drill Exercise - 2. Drill Exercise - 3
Drill Exercise -. Find the distance between the pair of points, (a sin, b cos ) and ( a cos, b sin ).. Prove that the points (a, 4a) (a, 6a) and (a + 3 a, 5a) are the vertices of an equilateral triangle.
More information14-9 Constructions Review. Geometry Period. Constructions Review
Name Geometry Period 14-9 Constructions Review Date Constructions Review Construct an Inscribed Regular Hexagon and Inscribed equilateral triangle. -Measuring radius distance to make arcs. -Properties
More informationProperties of a Function s Graph
Section 3.2 Properties of a Function s Graph Objective 1: Determining the Intercepts of a Function An intercept of a function is a point on the graph of a function where the graph either crosses or touches
More informationSaturday 星期六 Mixed ("A" Course) / AWT. Final Version Last Updated: 09 January 2015 at 11:30
10 01 2015 Saturday 星期六 Mixed ("A" Course) / AWT 33 Final Version Last Updated: 09 January 2015 at 11:30 ! '!/ 01'! &1 "!!/!', ),!!!/!'!!, ( &1 "!! &1 "' &"1 2&!!,! ' &"1 2&! &1 "*.!/!&1 ", 3 4 &&!5!/-
More informationGeometry Formulas. Area Formulas. bh A(Regular Polygon) ap. 1 A(Trapezoid) b1 b2. Volume Formulas. 4 3 r Other Formulas.
Lateral Area of cylinder C h Lateral Area of prism Lateral Area of cone Lateral Area of pyramid A(Circle) Geometry Formulas Area Formulas rh Surface Area of prisms and cylinders LA p h Surface Area of
More informationLectures on Challenging Mathematics. Integrated Mathematics 4 Analytic geometry and vector operations. Idea Math. Summer 2018.
Lectures on Challenging Mathematics c Copyright 2008 2018 Integrated Mathematics 4 Analytic geometry and vector operations Summer 2018 Zuming Feng Phillips Exeter Academy and IDEA Math zfeng@exeter.edu
More informationUFD 5. Display for ALTOSONIC 5. Technical Datasheet. Configurable display for ALTOSONIC 5 Easy installation Durable design
UFD 5 Technical Datasheet Display for ALTOSONIC 5 Configurable display for ALTOSONIC 5 Easy installation Durable design KROHNE 04/2015-0.00000.00.00 CONTENTS UFD 5 1 Product features 3 1.1 Local display
More informationPN - Compact Angular Gripper
Double acting High efficiency and reliability due to few moving parts Two or three jaws Optional magnetic sensors available. #6256 #6254 #6352 #6250 #6257 #6255 #6253 #6251 Fittings Available on page 935
More informationThe Distributive Property and Expressions Understand how to use the Distributive Property to Clear Parenthesis
Objective 1 The Distributive Property and Expressions Understand how to use the Distributive Property to Clear Parenthesis The Distributive Property The Distributive Property states that multiplication
More informationTransformation a shifting or change in shape of a graph
1.1 Horizontal and Vertical Translations Frieze Patterns Transformation a shifting or change in shape of a graph Mapping the relating of one set of points to another set of points (ie. points on the original
More informationNeed for Parametric Equations
Curves and Surfaces Curves and Surfaces Need for Parametric Equations Affine Combinations Bernstein Polynomials Bezier Curves and Surfaces Continuity when joining curves B Spline Curves and Surfaces Need
More informationMATH 116 REVIEW PROBLEMS for the FINAL EXAM
MATH 116 REVIEW PROBLEMS for the FINAL EXAM The following questions are taken from old final exams of various calculus courses taught in Bilkent University 1. onsider the line integral (2xy 2 z + y)dx
More informationSCM " #$ % "& Slide No. / 124
SCM " #$ % "& Slide No. / 124 # 1 SCM IT "#$ &, -. AP.( / % & '( &) * & +%# * 0234 5(67 # 8(9:4 5;( :... %?7 5 5& +0(0. ( ) : '(4 "(= # #0*A / )# A. "# $%& '( ) *+,*.-" &47BC % &> 5#0 AD # A. / 0* G
More informationVariations on Regression Models. Prof. Bennett Math Models of Data Science 2/02/06
Variations on Regression Models Prof. Bennett Math Models of Data Science 2/02/06 Outline Steps in modeling Review of Least Squares model Model in E & K pg 24-29 Aqualsol version of E&K Other loss functions
More informationThe CYK Algorithm. We present now an algorithm to decide if w L(G), assuming G to be in Chomsky Normal Form.
CFG [1] The CYK Algorithm We present now an algorithm to decide if w L(G), assuming G to be in Chomsky Normal Form. This is an example of the technique of dynamic programming Let n be w. The natural algorithm
More informationCHAPTER 3. Cylinder. ) be any point on the cylinder. The equation of the generator through the point P and parallel to equation (2) are
CAPTER 3 Cylinder 3.. DENTON A cylinder is a surface generated by a straight line which is parallel to a fixed line and intersects a given curve or touches a given surface. The fixed line is called the
More informationCustomer Maintenance Parts List
C US R MODEL SUFFIX Customer Maintenance Parts List Model 0 R0000 dot recorder Made in China RECORDER STYLE FREQUENCY NO. SUPPLY N00 0 TAG NO. Note: Parts marked with a symbol are Customer Maintenance
More informationhttps://support.industry.siemens.com/cs/ww/en/view/
Support Packages for TIA Portal V13 March 2018 https://support.industry.siemens.com/cs/ww/en/view/72341852 Siemens Industry Online Support This entry is from the Siemens Industry Online Support. The general
More informationAnalytical Solid Geometry
Analytical Solid Geometry Distance formula(without proof) Division Formula Direction cosines Direction ratios Planes Straight lines Books Higher Engineering Mathematics by B S Grewal Higher Engineering
More information)- -% *)&%! $%!" (!*.-1 %,-+% --)+(!1 $!& *. &% '!!-%(# 000 $! )''.(%-1 )%! )' +!!%/!+ $+%, 1&)+ ' ()$ +! +%.-! 1 ).%,/%&&! +! ) %)(!!+, '*%(#!
+ 1 1 -)(, + ) )(+, (& (,)( (& +1 )(, /0 (& 000 ).(-1 ) ) ( ) )- - ))&5, &,, ) 2 3 ) 0(-14 + 5,3-0// 5. 207/ 4&/& 043 0)// 2830/ () )00-2&0(/9& / 12&3&/4& :4)&3& 47&/48 345&/43 74) )&-8 &/3& 30/ 04&-/(
More informationLecture 6: Chain rule, Mean Value Theorem, Tangent Plane
Lecture 6: Chain rule, Mean Value Theorem, Tangent Plane Rafikul Alam Department of Mathematics IIT Guwahati Chain rule Theorem-A: Let x : R R n be differentiable at t 0 and f : R n R be differentiable
More informationBOOLEAN ALGEBRA. 1. State & Verify Laws by using :
BOOLEAN ALGEBRA. State & Verify Laws by using :. State and algebraically verify Absorption Laws. (2) Absorption law states that (i) X + XY = X and (ii) X(X + Y) = X (i) X + XY = X LHS = X + XY = X( + Y)
More informationSections 5.2, 5.3. & 5.4
MATH 11008: Graph Theory Terminology Sections 5.2, 5.3. & 5.4 Routing problem: A routing problem is concerned with finding ways to route the delivery of good and/or services to an assortment of destinations.
More informationChapter 15: Functions of Several Variables
Chapter 15: Functions of Several Variables Section 15.1 Elementary Examples a. Notation: Two Variables b. Example c. Notation: Three Variables d. Functions of Several Variables e. Examples from the Sciences
More informationSINGLE OR DOUBLE ACTING CYLINDERS, Ø 8 to 25 mm
SINGLE OR DOUBLE ACTING CYLINDERS, to mm CONFORMING WITH ISO 43 - CETOP - AFNOR STANDARDS ISOCLAIR - SERIES 435 - TYPES : C-AS, CC-AS P-GB-R5 ISOCLAIR AIR CYLINDERS to mm OPERATIONAL DIAGRAMS ( to mm)
More informationCBSE X Mathematics 2012 Solution (SET 1) Section C
CBSE X Mathematics 01 Solution (SET 1) Q19. Solve for x : 4x 4ax + (a b ) = 0 Section C The given quadratic equation is x ax a b 4x 4ax a b 0 4x 4ax a b a b 0 4 4 0. 4 x [ a a b b] x ( a b)( a b) 0 4x
More informationNE-4100 Series Serial Command Mode User s Guide
NE-4100 Series Serial Command Mode User s Guide www.moxa.com/product First Edition, September 2004 Moxa Technologies Co., Ltd. Tel: +886-2-8919-1230 Fax: +886-2-8919-1231 www.moxa.com support@moxa.com.tw
More information= e X [(x 3 + 2x ) + (3x 2 + 2)] = e X (x 3 + 3x 2 + 2x + 2) 3.2 The Product and Quotient Rules. . x - 3x h X- 3X 3 /
170 D CHAPTER 3 DI FF ERENTIATIONRULES (c) Graph of 1, q, g, h, and : The graph ofthe five functions as a piecewise-defined function : 50 g - 5 0 1-",------. ''---...:..,...~,..-+--j 150 1----'--'--c:,+'-'
More informationTriangle Similarity: AA, SSS, SAS
Triangle Similarity: AA, SSS, SAS Two triangles are similar if all their corresponding angles are congruent. Since the sum of any triangle s angles is 180, only two angles are required to prove that two
More information46 Congruence of Triangles
46 Congruence of Triangles Two triangles are congruent if one can be moved on top of the other, so that edges and vertices coincide. The corresponding sides have the same lengths, and corresponding angles
More informationPAIRED-DOMINATION. S. Fitzpatrick. Dalhousie University, Halifax, Canada, B3H 3J5. and B. Hartnell. Saint Mary s University, Halifax, Canada, B3H 3C3
Discussiones Mathematicae Graph Theory 18 (1998 ) 63 72 PAIRED-DOMINATION S. Fitzpatrick Dalhousie University, Halifax, Canada, B3H 3J5 and B. Hartnell Saint Mary s University, Halifax, Canada, B3H 3C3
More informationLionbridge ondemand for Adobe Experience Manager
Lionbridge ondemand for Adobe Experience Manager Version 1.1.0 Configuration Guide October 24, 2017 Copyright Copyright 2017 Lionbridge Technologies, Inc. All rights reserved. Published in the USA. March,
More information6.4 Rectangles, Rhombuses and Squares
6.4 Rectangles, Rhombuses and Squares Learning Objectives Define and analyze a rectangle, rhombus, and square. Determine if a parallelogram is a rectangle, rhombus, or square in the coordinate plane. Analyze
More information" " A03)*)03)0,"7+0#$;,&0,"
#$%&'()**+,$-./$),'0)1'2%3%#)*%,/' #$%&'%()*+#),%-.+#/)0$#%)$/1)2%)3#%4%/'+/) #$%&'(&)$&*$%+,)#+&&#$-./0&,$#$ #$$%&'## #$%&#'%$(#$%&'(&)*&+#$,-.#$%&'()#*# #$%&'()*#*+$ #$%%&'(')*+',')-.)/.01)2.#,.01)-.3)04)+0,5).%*&4,+6789#,'&,)1.)#6+'0)/:+'0
More information3D convex hulls. Computational Geometry [csci 3250] Laura Toma Bowdoin College
3D convex hulls Computational Geometry [csci 3250] Laura Toma Bowdoin College Convex Hulls The problem: Given a set P of points, compute their convex hull 2D 3D 2D 3D polygon polyhedron Polyhedron region
More informationGateway Ascii Command Protocol
Gateway Ascii Command Protocol Table Of Contents Introduction....2 Ascii Commands.....3 Messages Received From The Gateway....3 Button Down Message.....3 Button Up Message....3 Button Maintain Message....4
More information