About the SAT Math Test

Size: px
Start display at page:

Download "About the SAT Math Test"

Transcription

1 Capte 18 About te SAT Mat Test Focus on Mat Tat Mattes Most A goup of select matematics skills and abilities contibutes te most to eadiness fo a college education and caee taining. Tese skills and abilities ae used extensively in a wide ange of college majos and caees. Te tee aeas of focus fo mat in te edesigned SAT ae: Heat of Algeba Poblem Solving and Data Analysis Passpot to Advanced Mat Heat of Algeba focuses on linea equations and systems of linea equations tat ae found in many fields of study. You will be asked to ceate equations tat epesent a situation and solve equations and systems of equations as well as to make connections between diffeent epesentations of linea elationsips. Poblem Solving and Data Analysis includes using atios, pecentages, and popotional easoning to solve poblems in eal-wold situations, including science, social science, and caee contexts. It also includes descibing elationsips sown gapically and analyzing statistical data. Tis goup of skills is eally about being quantitatively liteate and demonstating a command of te mat tat esonates tougout college couses, caee taining pogams, and eveyday life. Questions on te SAT Mat Test ae distibuted among tese tee topics wit 19 Heat of Algeba questions, 17 Poblem Solving and Data Analysis questions, and 16 Passpot to Advanced Mat questions. Te emaining six questions test you undestanding of additional topics in mat suc as aea, volume, cicles, tiangles, and tigonomety. Tese two aeas of mat povide a poweful foundation fo te mat you will do in te futue. Passpot to Advanced Mat is te tid aea of focus in te edesigned SAT Mat Test, and once again, it is te mat tat is used in a wide vaiety of caees and college wok. Te poblems in tis aea focus on te mat you will need to pusue fute study in a discipline suc as science and fo caee oppotunities in te STEM fields of science, tecnology, engineeing, and mat. Te Passpot to Advanced Mat section equies familiaity wit 225

2 m at moe-complex equations o functions, wic will pepae you fo calculus and advanced couses in statistics. Tee is also a bief section on Additional Topics in Mat, including geomety, tigonomety, adian measue, and te aitmetic of complex numbes. Te SAT Mat Test equies a stonge and deepe undestanding of a elatively small numbe of mat topics tat ae especially elevant in college and in many caees. Te edesigned SAT Mat Test also contains questions tat focus on seveal ote aeas tat ae impotant fo a wide ange of college couses and caees. Some of tese poblems focus on key concepts fom geomety, including applications of volume, suface aea, aea, and coodinate geomety; similaity, wic is anote instance of popotional easoning; and popeties of lines, angles, tiangles and ote polygons, and cicles. Tee ae also poblems tat focus on te fundamental ideas of tigonomety and adian measue, wic ae essential fo study in STEM fields. Finally, tee ae poblems involving te aitmetic of complex numbes, anote concept needed fo moe-advanced study in mat and te STEM fields. Rigo Tougout te edesigned SAT Mat Test, questions will equie conceptual undestanding, pocedual skill and fluency, and application of matematics in college and caee contexts. Tese tee aspects appea in elatively equal amounts on eac SAT test. Conceptual undestanding and pocedual skill and fluency ae complementay skills. Togete, tey lead to a tooug undestanding of matematical ideas and metods fo solving poblems. Questions on te SAT Mat potions test tese skills in vaious ways because te ability to use matematical ideas and metods flexibly is caacteistic of an undestanding of mat tat can be applied to a wide vaiety of settings. As is mentioned tougout tis guide, te best pepaation fo te SAT is to wok ad in you ig scool classes. Applying you mat skills in you science and social studies classes will pepae you fo many of te questions you ll come acoss on te SAT Mat Test. An essential idea in te elationsip between fluency and conceptual undestanding is obseving stuctue. Recognizing stuctue allows you to undestand matematical elationsips in a coeent manne tat allows you bot to apply tese elationsips moe widely and to extend tese elationsips in useful ways. Many of te examples and sample questions in te following captes ae moe simply and deeply undestood (and moe quickly solved!) if you obseve stuctue in te matematics of te poblem. Poblems Gounded in Real-Wold Contexts Te Mat Test will featue multistep poblems wit applications in science, social science, caee scenaios, and ote eal-life contexts. In some cases, you will be pesented wit a scenaio and ten asked seveal questions about it. You lean specific mat skills in you mat classes, and tese skills ae applied in you science and social studies classes. Wen you use you 226

3 a b o u t te sat mat test matematical skills outside of te mat classoom, you ae pepaing fo te edesigned SAT. Te Makeup of te SAT Mat Test CalCulato and no-calculato Potions Tee will now be calculato and no-calculato potions of te edesigned SAT Mat Test (as is also often tue of Advanced Placement assessments). A calculato is a tool, and te ability to detemine wen to use it is a skill tat you ae expected to ave. In te calculato potion, many questions do not equie a calculato and many questions can be completed faste by and witout using a calculato. In geneal, te questions in te calculato potion ae moe complex tan tose in te no-calculato potion. Questions in te no-calculato potion ae intended to ewad you ability to do poblems effciently and accuately. You sould bing a calculato to use on te mat section of te SAT. A scientific o gaping calculato is ecommended, and familiaity wit you calculato may povide an advantage on some questions. Evey question on te SAT can be solved witout a calculato; oweve, stategically deciding wen to use a calculato will educe te time equied to complete te test. Using a calculato can also elp you avoid missing a question because of computation eos. You ll be pemitted to use a calculato on one potion of te SAT Mat Test, so be sue to bing a calculato wit you to te test. Howeve, many questions don t equie a calculato and can actually be solved moe quickly witout one, so use caeful judgment in deciding wen to use it. Make sue tat you e vey familia wit and comfotable using te calculato you bing wit you on test day. Pactice using te calculato you ll use on te test tougout you test pepaation. MultiPle-CoiCe and Gidded-esPonse Questions About 80% of te questions on te Mat Test ae multiple-coice. Eac multiple-coice question consists of a question followed by fou options. Tee is only one coect, o best, answe and tee is no penalty fo selecting an incoect answe. (Te pe-2016 SAT ad a one-quate-point penalty fo an incoect answe.) Teefoe, you sould povide an answe to evey question on te test. Te ote questions on te Mat Test ae gidded-esponse questions (also called student-poduced esponse questions), and tese questions make up about 20% of te test. Te answe to eac gidded-esponse question is a numbe (faction, decimal, o positive intege) tat you will ente on te answe seet into a gid like te one sown on te next page. Like all questions on te edesigned SAT, tee is no penalty fo answeing a gidded-esponse question incoectly. Examples of filled-in answe gids ae sown on te next page. Note tat you may also ente a faction line o a decimal point. Fute details on ow to gid you answes ae povided in Capte 24. We know we ve stessed tis many times aleady, but it s wot epeating: Tee is no penalty fo selecting an incoect answe on te SAT, so neve leave a question blank! On questions tat you e not sue ow to solve, eliminate as many answe coices as you can, and ten guess fom among te emaining coices. 227

4 m at On gidded-esponse questions, you must fill in te cicles tat coespond to you answe. You won t eceive cedit if you wite you answe only in te boxes at te top of te gid. Wite answe in boxes. Gid in esult. 7 Answe: Answe: / 1 2 / / Faction line 2. 5 / / Decimal point Make sue to get lots of pactice using te facts and fomulas povided in te Refeence section in te Mat Test diections. Pacticing wit tese facts and fomulas will ensue you can use tem accuately and efficiently. MateMatiCs efeence infomation Te Mat Test includes te efeence infomation sown below. You may find tese facts and fomulas elpful as you answe some of te test questions, but make sue you ave plenty of pactice wit tis infomation befoeand. To do well, you ave to be comfotable woking wit tese facts and fomulas. If you ave lots of pactice using tese facts and fomulas befoe te test, you will be a lot moe elaxed wen you use tem duing te test. w c 2x 60 s 45 s 2 b x b a x 3 s A = 2 A = w A = 1 b c 2 = a 2 + b 2 Special Rigt Tiangles 2 C = 2 w w 228 V = w V = V = V = 2 V = Te numbe of degees of acinacicleis 360. Te numbe of adians of acina cicle is 2. Te sum of te measues in degees of te angles of a tiangle is 180. w

5 a b o u t te sat mat test Test Summay Te following table summaizes te key content dimensions of te edesigned SAT Mat Test. SAT Mat Test Content Specifications Time Allotted Calculato Potion (38 questions) 80 minutes 55 minutes No-Calculato Potion (20 questions) 25 minutes Numbe Pecentage of Test Total Questions 58 questions 100% Multiple-Coice (MC, 4 options) 45 questions 78% Student-Poduced Response 13 questions 22% (SPR gid-in) Contibution of Questions to Subscoes Take plenty of time to familiaize youself wit tis table. Knowing exactly wat te Mat Test consists of, including te numbe of questions and time allotted as well as te distibution of question categoies, will elp you to feel confident and pepaed on test day. Heat of Algeba 19 questions 33% Analyzing and fluently solving linea equations and systems of linea equations Ceating linea equations and inequalities to epesent elationsips between quantities and to solve poblems Undestanding and using te elationsip between linea equations and inequalities and tei gaps to solve poblems Poblem Solving and DataAnalysis 17 questions 29% Ceating and analyzing elationsips using atios, popotional elationsips, pecentages, and units Repesenting and analyzing quantitative data Finding and applying pobabilities in context Passpot to Advanced Mat 16 questions 28% Identifying and ceating equivalent algebaic expessions Ceating, analyzing, and fluently solving quadatic and ote nonlinea equations Ceating, using, and gaping exponential, quadatic, and ote nonlinea functions 229

6 m at As you pogess toug you test pactice, assess wic mat skills you e stongest in and wic you ave te geatest oom fo impovement in. Allocate you study time appopiately, and make use of te many esouces available to you on te Kan Academy website (). Additional Topics in Mat* 6 questions 10% Solving poblems elated to aea and volume Applying definitions and teoems elated to lines, angles, tiangles, and cicles Woking wit igt tiangles, te unit cicle, and tigonometic functions Contibution of Questions to Coss-Test Scoes Analysis in Science 8 questions 14% Analysis in Histoy/Social Studies 8 questions 14% *Questions unde Additional Topics in Mat contibute to te total Mat Test scoe but do not contibute to a subscoe witin te Mat Test. As indicated in te content specifications peviously, te Mat Test as two potions. One is a 55-minute potion 38 questions fo wic you ae allowed to use a calculato to solve te poblems. Te ote is a 25-minute potion 20 questions fo wic you ae not allowed to use a calculato. Te bluepint fo eac potion is sown below. Calculato Potion Numbe of Questions % of Test Total Questions % Multiple-Coice (MC) 30 79% Student-Poduced 8 21% Response (SPR gid-in) Content Categoies % Heat of Algeba 11 29% Poblem Solving and 17 45% Data Analysis Passpot to Advanced 7 18% Mat Additional Topics in Mat 3 8% Time Allocated 55 minutes 230

7 a b o u t te sat mat test No-Calculato Potion Numbe of Questions % of Test Total Questions % Multiple-Coice (MC) 15 75% Student-Poduced 5 25% Response (SPR gid-in) Content Categoies % Don t be intimidated by te fact tat you aen t pemitted to use a calculato on one of te SAT Mat potions. Questions in te no-calculato potion ae moe conceptual in natue and don t equie a calculato to be solved. Heat of Algeba 8 40% Passpot to Advanced 9 45% Mat Additional Topics in 3 15% Mat Time Allocated 25 minutes 231

UNIT CIRCLE TRIGONOMETRY

UNIT CIRCLE TRIGONOMETRY UNIT CIRCLE TRIGONOMETRY The Unit Cicle is the cicle centeed at the oigin with adius unit (hence, the unit cicle. The equation of this cicle is + =. A diagam of the unit cicle is shown below: + = - - -

More information

Converting knowledge Into Practice

Converting knowledge Into Practice Conveting knowledge Into Pactice Boke Nightmae srs Tend Ride By Vladimi Ribakov Ceato of Pips Caie 20 of June 2010 2 0 1 0 C o p y i g h t s V l a d i m i R i b a k o v 1 Disclaime and Risk Wanings Tading

More information

Thank you for participating in Teach It First!

Thank you for participating in Teach It First! Thank you fo paticipating in Teach It Fist! This Teach It Fist Kit contains a Common Coe Suppot Coach, Foundational Mathematics teache lesson followed by the coesponding student lesson. We ae confident

More information

Quantity Formula Meaning of variables. 5 C 1 32 F 5 degrees Fahrenheit, 1 bh A 5 area, b 5 base, h 5 height. P 5 2l 1 2w

Quantity Formula Meaning of variables. 5 C 1 32 F 5 degrees Fahrenheit, 1 bh A 5 area, b 5 base, h 5 height. P 5 2l 1 2w 1.4 Rewite Fomulas and Equations Befoe You solved equations. Now You will ewite and evaluate fomulas and equations. Why? So you can apply geometic fomulas, as in Ex. 36. Key Vocabulay fomula solve fo a

More information

STUDENT RESPONSE TO ANNUITY FORMULA DERIVATION

STUDENT RESPONSE TO ANNUITY FORMULA DERIVATION Page 1 STUDENT RESPONSE TO ANNUITY FORMULA DERIVATION C. Alan Blaylock, Hendeson State Univesity ABSTRACT This pape pesents an intuitive appoach to deiving annuity fomulas fo classoom use and attempts

More information

Figure 2. So it is very likely that the Babylonians attributed 60 units to each side of the hexagon. Its resulting perimeter would then be 360!

Figure 2. So it is very likely that the Babylonians attributed 60 units to each side of the hexagon. Its resulting perimeter would then be 360! 1. What ae angles? Last time, we looked at how the Geeks intepeted measument of lengths. Howeve, as fascinated as they wee with geomety, thee was a shape that was much moe enticing than any othe : the

More information

Define What Type of Trader Are you?

Define What Type of Trader Are you? Define What Type of Tade Ae you? Boke Nightmae srs Tend Ride By Vladimi Ribakov Ceato of Pips Caie 20 of June 2010 1 Disclaime and Risk Wanings Tading any financial maket involves isk. The content of this

More information

4.1 - Trigonometric Functions of Acute Angles

4.1 - Trigonometric Functions of Acute Angles 4.1 - Tigonometic Functions of cute ngles a is a half-line that begins at a point and etends indefinitel in some diection. Two as that shae a common endpoint (o vete) fom an angle. If we designate one

More information

CLASS XI CHAPTER 3. Theorem 1 (sine formula) In any triangle, sides are proportional to the sines of the opposite angles. That is, in a triangle ABC

CLASS XI CHAPTER 3. Theorem 1 (sine formula) In any triangle, sides are proportional to the sines of the opposite angles. That is, in a triangle ABC CLASS XI Anneue I CHAPTER.6. Poofs and Simple Applications of sine and cosine fomulae Let ABC be a tiangle. By angle A we mean te angle between te sides AB and AC wic lies between 0 and 80. Te angles B

More information

est using the formula I = Prt, where I is the interest earned, P is the principal, r is the interest rate, and t is the time in years.

est using the formula I = Prt, where I is the interest earned, P is the principal, r is the interest rate, and t is the time in years. 9.2 Inteest Objectives 1. Undestand the simple inteest fomula. 2. Use the compound inteest fomula to find futue value. 3. Solve the compound inteest fomula fo diffeent unknowns, such as the pesent value,

More information

Left- and Right-Brain Preferences Profile

Left- and Right-Brain Preferences Profile Left- and Right-Bain Pefeences Pofile God gave man a total bain, and He expects us to pesent both sides of ou bains back to Him so that He can use them unde the diection of His Holy Spiit as He so desies

More information

Experiment 6: Centripetal Force

Experiment 6: Centripetal Force Name Section Date Intoduction Expeiment 6: Centipetal oce This expeiment is concened with the foce necessay to keep an object moving in a constant cicula path. Accoding to Newton s fist law of motion thee

More information

College of Engineering Bachelor of Computer Science

College of Engineering Bachelor of Computer Science 2 0 0 7 w w w. c n u a s. e d u College of Engineeing Bachelo of Compute Science This bochue Details the BACHELOR OF COMPUTER SCIENCE PROGRAM available though CNU s College of Engineeing. Fo ou most up-to-date

More information

Skills Needed for Success in Calculus 1

Skills Needed for Success in Calculus 1 Skills Needed fo Success in Calculus Thee is much appehension fom students taking Calculus. It seems that fo man people, "Calculus" is snonmous with "difficult." Howeve, an teache of Calculus will tell

More information

Questions & Answers Chapter 10 Software Reliability Prediction, Allocation and Demonstration Testing

Questions & Answers Chapter 10 Software Reliability Prediction, Allocation and Demonstration Testing M13914 Questions & Answes Chapte 10 Softwae Reliability Pediction, Allocation and Demonstation Testing 1. Homewok: How to deive the fomula of failue ate estimate. λ = χ α,+ t When the failue times follow

More information

Episode 401: Newton s law of universal gravitation

Episode 401: Newton s law of universal gravitation Episode 401: Newton s law of univesal gavitation This episode intoduces Newton s law of univesal gavitation fo point masses, and fo spheical masses, and gets students pactising calculations of the foce

More information

Database Management Systems

Database Management Systems Contents Database Management Systems (COP 5725) D. Makus Schneide Depatment of Compute & Infomation Science & Engineeing (CISE) Database Systems Reseach & Development Cente Couse Syllabus 1 Sping 2012

More information

Chapter 3 Savings, Present Value and Ricardian Equivalence

Chapter 3 Savings, Present Value and Ricardian Equivalence Chapte 3 Savings, Pesent Value and Ricadian Equivalence Chapte Oveview In the pevious chapte we studied the decision of households to supply hous to the labo maket. This decision was a static decision,

More information

Ilona V. Tregub, ScD., Professor

Ilona V. Tregub, ScD., Professor Investment Potfolio Fomation fo the Pension Fund of Russia Ilona V. egub, ScD., Pofesso Mathematical Modeling of Economic Pocesses Depatment he Financial Univesity unde the Govenment of the Russian Fedeation

More information

2. TRIGONOMETRIC FUNCTIONS OF GENERAL ANGLES

2. TRIGONOMETRIC FUNCTIONS OF GENERAL ANGLES . TRIGONOMETRIC FUNCTIONS OF GENERAL ANGLES In ode to etend the definitions of the si tigonometic functions to geneal angles, we shall make use of the following ideas: In a Catesian coodinate sstem, an

More information

Software Engineering and Development

Software Engineering and Development I T H E A 67 Softwae Engineeing and Development SOFTWARE DEVELOPMENT PROCESS DYNAMICS MODELING AS STATE MACHINE Leonid Lyubchyk, Vasyl Soloshchuk Abstact: Softwae development pocess modeling is gaining

More information

Coordinate Systems L. M. Kalnins, March 2009

Coordinate Systems L. M. Kalnins, March 2009 Coodinate Sstems L. M. Kalnins, Mach 2009 Pupose of a Coodinate Sstem The pupose of a coodinate sstem is to uniquel detemine the position of an object o data point in space. B space we ma liteall mean

More information

VISCOSITY OF BIO-DIESEL FUELS

VISCOSITY OF BIO-DIESEL FUELS VISCOSITY OF BIO-DIESEL FUELS One of the key assumptions fo ideal gases is that the motion of a given paticle is independent of any othe paticles in the system. With this assumption in place, one can use

More information

2 r2 θ = r2 t. (3.59) The equal area law is the statement that the term in parentheses,

2 r2 θ = r2 t. (3.59) The equal area law is the statement that the term in parentheses, 3.4. KEPLER S LAWS 145 3.4 Keple s laws You ae familia with the idea that one can solve some mechanics poblems using only consevation of enegy and (linea) momentum. Thus, some of what we see as objects

More information

Spirotechnics! September 7, 2011. Amanda Zeringue, Michael Spannuth and Amanda Zeringue Dierential Geometry Project

Spirotechnics! September 7, 2011. Amanda Zeringue, Michael Spannuth and Amanda Zeringue Dierential Geometry Project Spiotechnics! Septembe 7, 2011 Amanda Zeingue, Michael Spannuth and Amanda Zeingue Dieential Geomety Poject 1 The Beginning The geneal consensus of ou goup began with one thought: Spiogaphs ae awesome.

More information

The Binomial Distribution

The Binomial Distribution The Binomial Distibution A. It would be vey tedious if, evey time we had a slightly diffeent poblem, we had to detemine the pobability distibutions fom scatch. Luckily, thee ae enough similaities between

More information

Do Vibrations Make Sound?

Do Vibrations Make Sound? Do Vibations Make Sound? Gade 1: Sound Pobe Aligned with National Standads oveview Students will lean about sound and vibations. This activity will allow students to see and hea how vibations do in fact

More information

The Role of Gravity in Orbital Motion

The Role of Gravity in Orbital Motion ! The Role of Gavity in Obital Motion Pat of: Inquiy Science with Datmouth Developed by: Chistophe Caoll, Depatment of Physics & Astonomy, Datmouth College Adapted fom: How Gavity Affects Obits (Ohio State

More information

INITIAL MARGIN CALCULATION ON DERIVATIVE MARKETS OPTION VALUATION FORMULAS

INITIAL MARGIN CALCULATION ON DERIVATIVE MARKETS OPTION VALUATION FORMULAS INITIAL MARGIN CALCULATION ON DERIVATIVE MARKETS OPTION VALUATION FORMULAS Vesion:.0 Date: June 0 Disclaime This document is solely intended as infomation fo cleaing membes and othes who ae inteested in

More information

Lesson 7 Gauss s Law and Electric Fields

Lesson 7 Gauss s Law and Electric Fields Lesson 7 Gauss s Law and Electic Fields Lawence B. Rees 7. You may make a single copy of this document fo pesonal use without witten pemission. 7. Intoduction While it is impotant to gain a solid conceptual

More information

Lab #7: Energy Conservation

Lab #7: Energy Conservation Lab #7: Enegy Consevation Photo by Kallin http://www.bungeezone.com/pics/kallin.shtml Reading Assignment: Chapte 7 Sections 1,, 3, 5, 6 Chapte 8 Sections 1-4 Intoduction: Pehaps one of the most unusual

More information

Physics 235 Chapter 5. Chapter 5 Gravitation

Physics 235 Chapter 5. Chapter 5 Gravitation Chapte 5 Gavitation In this Chapte we will eview the popeties of the gavitational foce. The gavitational foce has been discussed in geat detail in you intoductoy physics couses, and we will pimaily focus

More information

Loyalty Rewards and Gift Card Programs: Basic Actuarial Estimation Techniques

Loyalty Rewards and Gift Card Programs: Basic Actuarial Estimation Techniques Loyalty Rewads and Gift Cad Pogams: Basic Actuaial Estimation Techniques Tim A. Gault, ACAS, MAAA, Len Llaguno, FCAS, MAAA and Matin Ménad, FCAS, MAAA Abstact In this pape we establish an actuaial famewok

More information

4a 4ab b 4 2 4 2 5 5 16 40 25. 5.6 10 6 (count number of places from first non-zero digit to

4a 4ab b 4 2 4 2 5 5 16 40 25. 5.6 10 6 (count number of places from first non-zero digit to . Simplify: 0 4 ( 8) 0 64 ( 8) 0 ( 8) = (Ode of opeations fom left to ight: Paenthesis, Exponents, Multiplication, Division, Addition Subtaction). Simplify: (a 4) + (a ) (a+) = a 4 + a 0 a = a 7. Evaluate

More information

Office of Family Assistance. Evaluation Resource Guide for Responsible Fatherhood Programs

Office of Family Assistance. Evaluation Resource Guide for Responsible Fatherhood Programs Office of Family Assistance Evaluation Resouce Guide fo Responsible Fathehood Pogams Contents Intoduction........................................................ 4 Backgound..........................................................

More information

Concept and Experiences on using a Wiki-based System for Software-related Seminar Papers

Concept and Experiences on using a Wiki-based System for Software-related Seminar Papers Concept and Expeiences on using a Wiki-based System fo Softwae-elated Semina Papes Dominik Fanke and Stefan Kowalewski RWTH Aachen Univesity, 52074 Aachen, Gemany, {fanke, kowalewski}@embedded.wth-aachen.de,

More information

Carter-Penrose diagrams and black holes

Carter-Penrose diagrams and black holes Cate-Penose diagams and black holes Ewa Felinska The basic intoduction to the method of building Penose diagams has been pesented, stating with obtaining a Penose diagam fom Minkowski space. An example

More information

MATHEMATICAL SIMULATION OF MASS SPECTRUM

MATHEMATICAL SIMULATION OF MASS SPECTRUM MATHEMATICA SIMUATION OF MASS SPECTUM.Beánek, J.Knížek, Z. Pulpán 3, M. Hubálek 4, V. Novák Univesity of South Bohemia, Ceske Budejovice, Chales Univesity, Hadec Kalove, 3 Univesity of Hadec Kalove, Hadec

More information

FXA 2008. Candidates should be able to : Describe how a mass creates a gravitational field in the space around it.

FXA 2008. Candidates should be able to : Describe how a mass creates a gravitational field in the space around it. Candidates should be able to : Descibe how a mass ceates a gavitational field in the space aound it. Define gavitational field stength as foce pe unit mass. Define and use the peiod of an object descibing

More information

How to create RAID 1 mirroring with a hard disk that already has data or an operating system on it

How to create RAID 1 mirroring with a hard disk that already has data or an operating system on it AnswesThatWok TM How to set up a RAID1 mio with a dive which aleady has Windows installed How to ceate RAID 1 mioing with a had disk that aleady has data o an opeating system on it Date Company PC / Seve

More information

Ignorance is not bliss when it comes to knowing credit score

Ignorance is not bliss when it comes to knowing credit score NET GAIN Scoing points fo you financial futue AS SEEN IN USA TODAY SEPTEMBER 28, 2004 Ignoance is not bliss when it comes to knowing cedit scoe By Sanda Block USA TODAY Fom Alabama comes eassuing news

More information

883 Brochure A5 GENE ss vernis.indd 1-2

883 Brochure A5 GENE ss vernis.indd 1-2 ess x a eu / u e a. p o.eu c e / :/ http EURAXESS Reseaches in Motion is the gateway to attactive eseach caees in Euope and to a pool of wold-class eseach talent. By suppoting the mobility of eseaches,

More information

How to SYSPREP a Windows 7 Pro corporate PC setup so you can image it for use on future PCs

How to SYSPREP a Windows 7 Pro corporate PC setup so you can image it for use on future PCs AnswesThatWok TM How to SYSPREP a Windows 7 Po copoate PC setup so you can image it fo use on futue PCs In a copoate envionment most PCs will usually have identical setups, with the same pogams installed

More information

NUCLEAR MAGNETIC RESONANCE

NUCLEAR MAGNETIC RESONANCE 19 Jul 04 NMR.1 NUCLEAR MAGNETIC RESONANCE In this expeiment the phenomenon of nuclea magnetic esonance will be used as the basis fo a method to accuately measue magnetic field stength, and to study magnetic

More information

DOCTORATE DEGREE PROGRAMS

DOCTORATE DEGREE PROGRAMS DOCTORATE DEGREE PROGRAMS Application Fo Admission 2015-2016 5700 College Road, Lisle, Illinois 60532 Enollment Cente Phone: (630) 829-6300 Outside Illinois: (888) 829-6363 FAX: (630) 829-6301 Email: admissions@ben.edu

More information

CRRC-1 Method #1: Standard Practice for Measuring Solar Reflectance of a Flat, Opaque, and Heterogeneous Surface Using a Portable Solar Reflectometer

CRRC-1 Method #1: Standard Practice for Measuring Solar Reflectance of a Flat, Opaque, and Heterogeneous Surface Using a Portable Solar Reflectometer CRRC- Method #: Standad Pactice fo Measuing Sola Reflectance of a Flat, Opaque, and Heteogeneous Suface Using a Potable Sola Reflectomete Scope This standad pactice coves a technique fo estimating the

More information

Voltage ( = Electric Potential )

Voltage ( = Electric Potential ) V-1 of 9 Voltage ( = lectic Potential ) An electic chage altes the space aound it. Thoughout the space aound evey chage is a vecto thing called the electic field. Also filling the space aound evey chage

More information

How to recover your Exchange 2003/2007 mailboxes and emails if all you have available are your PRIV1.EDB and PRIV1.STM Information Store database

How to recover your Exchange 2003/2007 mailboxes and emails if all you have available are your PRIV1.EDB and PRIV1.STM Information Store database AnswesThatWok TM Recoveing Emails and Mailboxes fom a PRIV1.EDB Exchange 2003 IS database How to ecove you Exchange 2003/2007 mailboxes and emails if all you have available ae you PRIV1.EDB and PRIV1.STM

More information

Voltage ( = Electric Potential )

Voltage ( = Electric Potential ) V-1 Voltage ( = Electic Potential ) An electic chage altes the space aound it. Thoughout the space aound evey chage is a vecto thing called the electic field. Also filling the space aound evey chage is

More information

METHODOLOGICAL APPROACH TO STRATEGIC PERFORMANCE OPTIMIZATION

METHODOLOGICAL APPROACH TO STRATEGIC PERFORMANCE OPTIMIZATION ETHODOOGICA APPOACH TO STATEGIC PEFOANCE OPTIIZATION ao Hell * Stjepan Vidačić ** Željo Gaača *** eceived: 4. 07. 2009 Peliminay communication Accepted: 5. 0. 2009 UDC 65.02.4 This pape pesents a matix

More information

A framework for the selection of enterprise resource planning (ERP) system based on fuzzy decision making methods

A framework for the selection of enterprise resource planning (ERP) system based on fuzzy decision making methods A famewok fo the selection of entepise esouce planning (ERP) system based on fuzzy decision making methods Omid Golshan Tafti M.s student in Industial Management, Univesity of Yazd Omidgolshan87@yahoo.com

More information

Gravitation. AP Physics C

Gravitation. AP Physics C Gavitation AP Physics C Newton s Law of Gavitation What causes YOU to be pulled down? THE EARTH.o moe specifically the EARTH S MASS. Anything that has MASS has a gavitational pull towads it. F α Mm g What

More information

Physics HSC Course Stage 6. Space. Part 1: Earth s gravitational field

Physics HSC Course Stage 6. Space. Part 1: Earth s gravitational field Physics HSC Couse Stage 6 Space Pat 1: Eath s gavitational field Contents Intoduction... Weight... 4 The value of g... 7 Measuing g...8 Vaiations in g...11 Calculating g and W...13 You weight on othe

More information

Derivatives Math 120 Calculus I D Joyce, Fall 2013

Derivatives Math 120 Calculus I D Joyce, Fall 2013 Derivatives Mat 20 Calculus I D Joyce, Fall 203 Since we ave a good understanding of its, we can develop derivatives very quickly. Recall tat we defined te derivative f x of a function f at x to be te

More information

Instantaneous Rate of Change:

Instantaneous Rate of Change: Instantaneous Rate of Cange: Last section we discovered tat te average rate of cange in F(x) can also be interpreted as te slope of a scant line. Te average rate of cange involves te cange in F(x) over

More information

CONCEPTUAL FRAMEWORK FOR DEVELOPING AND VERIFICATION OF ATTRIBUTION MODELS. ARITHMETIC ATTRIBUTION MODELS

CONCEPTUAL FRAMEWORK FOR DEVELOPING AND VERIFICATION OF ATTRIBUTION MODELS. ARITHMETIC ATTRIBUTION MODELS CONCEPUAL FAMEOK FO DEVELOPING AND VEIFICAION OF AIBUION MODELS. AIHMEIC AIBUION MODELS Yui K. Shestopaloff, is Diecto of eseach & Deelopment at SegmentSoft Inc. He is a Docto of Sciences and has a Ph.D.

More information

The transport performance evaluation system building of logistics enterprises

The transport performance evaluation system building of logistics enterprises Jounal of Industial Engineeing and Management JIEM, 213 6(4): 194-114 Online ISSN: 213-953 Pint ISSN: 213-8423 http://dx.doi.og/1.3926/jiem.784 The tanspot pefomance evaluation system building of logistics

More information

Strength Analysis and Optimization Design about the key parts of the Robot

Strength Analysis and Optimization Design about the key parts of the Robot Intenational Jounal of Reseach in Engineeing and Science (IJRES) ISSN (Online): 2320-9364, ISSN (Pint): 2320-9356 www.ijes.og Volume 3 Issue 3 ǁ Mach 2015 ǁ PP.25-29 Stength Analysis and Optimization Design

More information

Valuation of Floating Rate Bonds 1

Valuation of Floating Rate Bonds 1 Valuation of Floating Rate onds 1 Joge uz Lopez us 316: Deivative Secuities his note explains how to value plain vanilla floating ate bonds. he pupose of this note is to link the concepts that you leaned

More information

Math Test Sections. The College Board: Expanding College Opportunity

Math Test Sections. The College Board: Expanding College Opportunity Taking te SAT I: Reasoning Test Mat Test Sections Te materials in tese files are intended for individual use by students getting ready to take an SAT Program test; permission for any oter use must be sougt

More information

9:6.4 Sample Questions/Requests for Managing Underwriter Candidates

9:6.4 Sample Questions/Requests for Managing Underwriter Candidates 9:6.4 INITIAL PUBLIC OFFERINGS 9:6.4 Sample Questions/Requests fo Managing Undewite Candidates Recent IPO Expeience Please povide a list of all completed o withdawn IPOs in which you fim has paticipated

More information

Exam #1 Review Answers

Exam #1 Review Answers xam #1 Review Answes 1. Given the following pobability distibution, calculate the expected etun, vaiance and standad deviation fo Secuity J. State Pob (R) 1 0.2 10% 2 0.6 15 3 0.2 20 xpected etun = 0.2*10%

More information

CANCER, HEART ATTACK OR STROKE CLAIM FORM

CANCER, HEART ATTACK OR STROKE CLAIM FORM CANCER, HEART ATTACK OR STROKE CLAIM FORM Please ead the impotant infomation below: We suggest you make photocopies of any infomation sent fo you own ecods. Please be sue you policy numbe(s) is/ae witten

More information

DYNAMICS AND STRUCTURAL LOADING IN WIND TURBINES

DYNAMICS AND STRUCTURAL LOADING IN WIND TURBINES DYNAMIS AND STRUTURAL LOADING IN WIND TURBINES M. Ragheb 12/30/2008 INTRODUTION The loading egimes to which wind tubines ae subject to ae extemely complex equiing special attention in thei design, opeation

More information

Instituto Superior Técnico Av. Rovisco Pais, 1 1049-001 Lisboa E-mail: virginia.infante@ist.utl.pt

Instituto Superior Técnico Av. Rovisco Pais, 1 1049-001 Lisboa E-mail: virginia.infante@ist.utl.pt FATIGUE LIFE TIME PREDICTIO OF POAF EPSILO TB-30 AIRCRAFT - PART I: IMPLEMETATIO OF DIFERET CYCLE COUTIG METHODS TO PREDICT THE ACCUMULATED DAMAGE B. A. S. Seano 1, V. I. M.. Infante 2, B. S. D. Maado

More information

Application for Admission GENEVA COLLEGE

Application for Admission GENEVA COLLEGE Application fo Admission GENEVA COLLEGE 3 2 0 0 C o l l e g e A v e n u e, B e a v e F a l l s, P A 1 5 0 1 0 Application Instuctions When to apply You may apply fo admission any time afte you junio yea

More information

COMPLYING WITH THE DRUG-FREE SCHOOLS AND CAMPUSES REGULATIONS

COMPLYING WITH THE DRUG-FREE SCHOOLS AND CAMPUSES REGULATIONS Highe Education Cente fo Alcohol and Othe Dug Abuse and Violence Pevention Education Development Cente, Inc. 55 Chapel Steet Newton, MA 02458-1060 COMPLYING WITH THE DRUG-FREE SCHOOLS AND CAMPUSES REGULATIONS

More information

An Analysis of Manufacturer Benefits under Vendor Managed Systems

An Analysis of Manufacturer Benefits under Vendor Managed Systems An Analysis of Manufactue Benefits unde Vendo Managed Systems Seçil Savaşaneil Depatment of Industial Engineeing, Middle East Technical Univesity, 06531, Ankaa, TURKEY secil@ie.metu.edu.t Nesim Ekip 1

More information

Firstmark Credit Union Commercial Loan Department

Firstmark Credit Union Commercial Loan Department Fistmak Cedit Union Commecial Loan Depatment Thank you fo consideing Fistmak Cedit Union as a tusted souce to meet the needs of you business. Fistmak Cedit Union offes a wide aay of business loans and

More information

CHAPTER 9 THE TWO BODY PROBLEM IN TWO DIMENSIONS

CHAPTER 9 THE TWO BODY PROBLEM IN TWO DIMENSIONS 9. Intoduction CHAPTER 9 THE TWO BODY PROBLEM IN TWO DIMENSIONS In this chapte we show how Keple s laws can be deived fom Newton s laws of motion and gavitation, and consevation of angula momentum, and

More information

An Epidemic Model of Mobile Phone Virus

An Epidemic Model of Mobile Phone Virus An Epidemic Model of Mobile Phone Vius Hui Zheng, Dong Li, Zhuo Gao 3 Netwok Reseach Cente, Tsinghua Univesity, P. R. China zh@tsinghua.edu.cn School of Compute Science and Technology, Huazhong Univesity

More information

Financing Terms in the EOQ Model

Financing Terms in the EOQ Model Financing Tems in the EOQ Model Habone W. Stuat, J. Columbia Business School New Yok, NY 1007 hws7@columbia.edu August 6, 004 1 Intoduction This note discusses two tems that ae often omitted fom the standad

More information

Mining Relatedness Graphs for Data Integration

Mining Relatedness Graphs for Data Integration Mining Relatedness Gaphs fo Data Integation Jeemy T. Engle (jtengle@indiana.edu) Ying Feng (yingfeng@indiana.edu) Robet L. Goldstone (goldsto@indiana.edu) Indiana Univesity Bloomington, IN. 47405 USA Abstact

More information

Comparing Availability of Various Rack Power Redundancy Configurations

Comparing Availability of Various Rack Power Redundancy Configurations Compaing Availability of Vaious Rack Powe Redundancy Configuations By Victo Avela White Pape #48 Executive Summay Tansfe switches and dual-path powe distibution to IT equipment ae used to enhance the availability

More information

IBM Research Smarter Transportation Analytics

IBM Research Smarter Transportation Analytics IBM Reseach Smate Tanspotation Analytics Laua Wynte PhD, Senio Reseach Scientist, IBM Watson Reseach Cente lwynte@us.ibm.com INSTRUMENTED We now have the ability to measue, sense and see the exact condition

More information

Semipartial (Part) and Partial Correlation

Semipartial (Part) and Partial Correlation Semipatial (Pat) and Patial Coelation his discussion boows heavily fom Applied Multiple egession/coelation Analysis fo the Behavioal Sciences, by Jacob and Paticia Cohen (975 edition; thee is also an updated

More information

Reduced Pattern Training Based on Task Decomposition Using Pattern Distributor

Reduced Pattern Training Based on Task Decomposition Using Pattern Distributor > PNN05-P762 < Reduced Patten Taining Based on Task Decomposition Using Patten Distibuto Sheng-Uei Guan, Chunyu Bao, and TseNgee Neo Abstact Task Decomposition with Patten Distibuto (PD) is a new task

More information

An Introduction to Omega

An Introduction to Omega An Intoduction to Omega Con Keating and William F. Shadwick These distibutions have the same mean and vaiance. Ae you indiffeent to thei isk-ewad chaacteistics? The Finance Development Cente 2002 1 Fom

More information

Tracking/Fusion and Deghosting with Doppler Frequency from Two Passive Acoustic Sensors

Tracking/Fusion and Deghosting with Doppler Frequency from Two Passive Acoustic Sensors Tacking/Fusion and Deghosting with Dopple Fequency fom Two Passive Acoustic Sensos Rong Yang, Gee Wah Ng DSO National Laboatoies 2 Science Pak Dive Singapoe 11823 Emails: yong@dso.og.sg, ngeewah@dso.og.sg

More information

Faithful Comptroller s Handbook

Faithful Comptroller s Handbook Faithful Comptolle s Handbook Faithful Comptolle s Handbook Selection of Faithful Comptolle The Laws govening the Fouth Degee povide that the faithful comptolle be elected, along with the othe offices

More information

Chris J. Skinner The probability of identification: applying ideas from forensic statistics to disclosure risk assessment

Chris J. Skinner The probability of identification: applying ideas from forensic statistics to disclosure risk assessment Chis J. Skinne The pobability of identification: applying ideas fom foensic statistics to disclosue isk assessment Aticle (Accepted vesion) (Refeeed) Oiginal citation: Skinne, Chis J. (2007) The pobability

More information

Lecture 16: Color and Intensity. and he made him a coat of many colours. Genesis 37:3

Lecture 16: Color and Intensity. and he made him a coat of many colours. Genesis 37:3 Lectue 16: Colo and Intensity and he made him a coat of many colous. Genesis 37:3 1. Intoduction To display a pictue using Compute Gaphics, we need to compute the colo and intensity of the light at each

More information

Determining solar characteristics using planetary data

Determining solar characteristics using planetary data Detemining sola chaacteistics using planetay data Intoduction The Sun is a G type main sequence sta at the cente of the Sola System aound which the planets, including ou Eath, obit. In this inestigation

More information

Bending Stresses for Simple Shapes

Bending Stresses for Simple Shapes -6 Bendng Stesses fo Smple Sapes In bendng, te maxmum stess and amount of deflecton can be calculated n eac of te followng stuatons. Addtonal examples ae avalable n an engneeng andbook. Secton Modulus

More information

ACT Math Facts & Formulas

ACT Math Facts & Formulas Numbers, Sequences, Factors Integers:..., -3, -2, -1, 0, 1, 2, 3,... Rationals: fractions, tat is, anyting expressable as a ratio of integers Reals: integers plus rationals plus special numbers suc as

More information

Things to Remember. r Complete all of the sections on the Retirement Benefit Options form that apply to your request.

Things to Remember. r Complete all of the sections on the Retirement Benefit Options form that apply to your request. Retiement Benefit 1 Things to Remembe Complete all of the sections on the Retiement Benefit fom that apply to you equest. If this is an initial equest, and not a change in a cuent distibution, emembe to

More information

DOCTORAL DEGREE PROGRAM

DOCTORAL DEGREE PROGRAM DOCTORAL DEGREE PROGRAM Application Fo Admission National Mose Cente fo Adult Leaning Cental Illinois: Benedictine Univesity at Spingfield 1500 Noth 5th Steet, Spingfield, IL 62702 Phone: (217) 718-5002

More information

Graphs of Equations. A coordinate system is a way to graphically show the relationship between 2 quantities.

Graphs of Equations. A coordinate system is a way to graphically show the relationship between 2 quantities. Gaphs of Equations CHAT Pe-Calculus A coodinate sstem is a wa to gaphicall show the elationship between quantities. Definition: A solution of an equation in two vaiables and is an odeed pai (a, b) such

More information

Lab M4: The Torsional Pendulum and Moment of Inertia

Lab M4: The Torsional Pendulum and Moment of Inertia M4.1 Lab M4: The Tosional Pendulum and Moment of netia ntoduction A tosional pendulum, o tosional oscillato, consists of a disk-like mass suspended fom a thin od o wie. When the mass is twisted about the

More information

Approximation Algorithms for Data Management in Networks

Approximation Algorithms for Data Management in Networks Appoximation Algoithms fo Data Management in Netwoks Chistof Kick Heinz Nixdof Institute and Depatment of Mathematics & Compute Science adebon Univesity Gemany kueke@upb.de Haald Räcke Heinz Nixdof Institute

More information

Office Leasing Guide WHAT YOU NEED TO KNOW BEFORE YOU SIGN. Colliers International Office Leasing Guide P. 1

Office Leasing Guide WHAT YOU NEED TO KNOW BEFORE YOU SIGN. Colliers International Office Leasing Guide P. 1 Office Leasing Guide WHAT YOU NEED TO KNOW BEFORE YOU SIGN Collies Intenational Office Leasing Guide P. 1 THE OFFICE LEASING GUIDE This step-by-step guide has been assembled to eflect Collies Intenational

More information

AN IMPLEMENTATION OF BINARY AND FLOATING POINT CHROMOSOME REPRESENTATION IN GENETIC ALGORITHM

AN IMPLEMENTATION OF BINARY AND FLOATING POINT CHROMOSOME REPRESENTATION IN GENETIC ALGORITHM AN IMPLEMENTATION OF BINARY AND FLOATING POINT CHROMOSOME REPRESENTATION IN GENETIC ALGORITHM Main Golub Faculty of Electical Engineeing and Computing, Univesity of Zageb Depatment of Electonics, Micoelectonics,

More information

Instructions to help you complete your enrollment form for HPHC's Medicare Supplemental Plan

Instructions to help you complete your enrollment form for HPHC's Medicare Supplemental Plan Instuctions to help you complete you enollment fom fo HPHC's Medicae Supplemental Plan Thank you fo applying fo membeship to HPHC s Medicae Supplement plan. Pio to submitting you enollment fom fo pocessing,

More information

Geometric Stratification of Accounting Data

Geometric Stratification of Accounting Data Stratification of Accounting Data Patricia Gunning * Jane Mary Horgan ** William Yancey *** Abstract: We suggest a new procedure for defining te boundaries of te strata in igly skewed populations, usual

More information

Confirmation of Booking

Confirmation of Booking The Pesentes Rebecca Mogan Rebecca is a Taxation Consultant with the NTAA and has ove 15 yeas tax expeience. Rebecca holds a Bachelo of Ats and Law and a Mastes of Taxation. Rebecca has pesented a numbe

More information

The LCOE is defined as the energy price ($ per unit of energy output) for which the Net Present Value of the investment is zero.

The LCOE is defined as the energy price ($ per unit of energy output) for which the Net Present Value of the investment is zero. Poject Decision Metics: Levelized Cost of Enegy (LCOE) Let s etun to ou wind powe and natual gas powe plant example fom ealie in this lesson. Suppose that both powe plants wee selling electicity into the

More information

Determination of Dielectric Constant and Dissipation Factor of a Printed Circuit Board Material Using a Microstrip Ring Resonator Structure

Determination of Dielectric Constant and Dissipation Factor of a Printed Circuit Board Material Using a Microstrip Ring Resonator Structure Detemination of Dielectic Constant and Dissipation Facto of a Pinted Cicuit Boad Mateial Using a Micostip Ring Resonato Stuctue J-M. Heinola, K-P. Lätti, J-P. Stöm, M. Kettunen and P. Silventoinen Lappeenanta

More information

Module Availability at Regent s School of Drama, Film and Media Autumn 2016 and Spring 2017 *subject to change*

Module Availability at Regent s School of Drama, Film and Media Autumn 2016 and Spring 2017 *subject to change* Availability at Regent s School of Dama, Film and Media Autumn 2016 and Sping 2017 *subject to change* 1. Choose you modules caefully You must discuss the module options available with you academic adviso/

More information

From PLI s Treatise Initial Public Offerings: A Practical Guide to Going Public #19784 PREPACKAGED BANKRUPTCY AND PREARRANGED BANKRUPTCY PROCESS

From PLI s Treatise Initial Public Offerings: A Practical Guide to Going Public #19784 PREPACKAGED BANKRUPTCY AND PREARRANGED BANKRUPTCY PROCESS Fom PLI s Teatise Initial Public Offeings: A Pactical Guide to Going Public #19784 16 PREPACKAGED BANKRUPTCY AND PREARRANGED BANKRUPTCY PROCESS Deyck Palme Jessica Fink Cadwalade, Wickesham & Taft LLP

More information

4.4 VOLUME AND SURFACE AREA

4.4 VOLUME AND SURFACE AREA 160 CHAPTER 4 Geomety 4.4 VOLUME AND SURFACE AREA Textbook Refeence Section 8.4 CLAST OBJECTIVES Calculate volume and uface aea Infe fomula fo meauing geometic figue Select applicable fomula fo computing

More information