LEADER 06753nam 2200853Ia 450 001 9911006552903321 005 20210624065141.0 010 $a9781472974037 010 $a1472974034 010 $a9781472987518 010 $a1472987519 010 $a9781523104086 010 $a1523104082 010 $a9781408175569 010 $a1408175568 024 7 $a10.5040/9781472987518 035 $a(CKB)2670000000386456 035 $a(EBL)1220367 035 $a(OCoLC)854973587 035 $a(SSID)ssj0001054391 035 $a(PQKBManifestationID)12463640 035 $a(PQKBTitleCode)TC0001054391 035 $a(PQKBWorkID)11145753 035 $a(PQKB)10609671 035 $a(MiAaPQ)EBC1220367 035 $a(Perlego)392446 035 $a(EXLCZ)992670000000386456 100 $a20160926d2020 uy 0 101 0 $aeng 135 $aur|n|---||||| 181 $ctxt 182 $cc 183 $acr 200 10$aMathematics for marine engineers /$fLeslie Jackson, William Embleton OBE 205 $aEighth edition /$brevised by Kevin Corner. 210 1$aLondon :$cBloomsbury Publishing,$d2020. 215 $a1 online resource (657 p.) 225 1 $aReeds marine engineering and technology ;$v1 300 $a"This new edition is a major update in the subject and learning methods, and brings the material for study completely up to date"--Preface. 300 $aPrevious edition published as: Reed's mathematics for engineers / William Embleton ; revised by Leslie Jackson. East Molesey : Thomas Reed, 1997. 300 $aOriginal edition published as: Reed's mathematics for marine engineers / William Embleton. 1961. 300 $aIncludes index. 311 08$a9781408175552 311 08$a140817555X 311 08$a9780713668377 311 08$a0713668377 327 $aCover; Copyright; Contents; PREFACE; 1 INDICES AND LOGARITHMS; Indices; Behaviour of Indices; Logarithms; Test Examples 1; 2 ALGEBRA; Simplification of Algebraic Expressions; Highest Common Factor (HCF) and Lowest Common Multiple (LCM); Algebraic Fractions; Expansions and Factors; Polynomial Division; Factorisation; Evaluation; Test Examples 2; 3 SIMPLE EQUATIONS; Further Examples on Simple Equations; Summary of the Important Points; Practical Problems Involving Simple Equations; Further Problems; Problems Involving Simple Equations; Transposition of Formulae; Partial Fractions 327 $aLogarithmic or Indicial EquationsTest Examples 3; 4 SIMULTANEOUS EQUATIONS; Two Unknowns Where the Coefficients Are Whole Numbers; Two Unknowns Where the Coefficients Are Fractions; Two Unknowns Where the Coefficients Are Decimals; Two Unknowns Involving Reciprocals; Practical Problems: Simultaneous Equations in Two Unknowns; A More Complicated Situation; Test Examples 4; 5 QUADRATIC EQUATIONS; Solution by Factorisation; Solution by 'Completing the Square'; Solution of Quadratic Equations by Formula; Simultaneous Equations - One Linear and One Quadratic; Recap: Polynomial Division 327 $aFunction NotationCubic Equations; The Factor Theorem; Test Examples 5; 6 GRAPHS; Plotting of Straight-Line Graphs; Determining the Equation to a Straight-Line Graph; Graphical Solution of Simultaneous Linear Equations; Graphical Solution of Quadratic Equations; Graphical Solution of Simultaneous Quadratic and Linear Equations; Determination of laws; Curve Sketching; Test Examples 6; 7 TRIGONOMETRY AND GEOMETRY; Measurement of Angles; Trigonometric Ratios; Alternative Notation for the Right-Angled Triangle, ABC; Properties of Angles and Straight Lines; Theorem of Pythagoras 327 $aExamples Where Trigonometry can be UsedBearings; Coordinate Systems; The Equation of a Sine Wave; Sinusoidal Waveforms; Addition of Sine Waves of Equal Frequency; Theory; Relationships Between Sine, Cosine and Tangents of Angles; Identities; Introduction to Hyperbolic Functions; Hyperbolic Identities; Solving Equations Using Hyperbolic Functions; Addition of sinh(ax) and cosh(ax); Basic Hyperbolic Trigonometric Identities; Latitude and Longitude; Longitude and Time; Test Examples 7; Circle Theorems; Definition; 8 SOLUTION OF TRIANGLES; Inverse Trigonometric Functions 327 $aCosine Rule and the Sine Rule for Non-Right-Angled TrianglesPlane Trigonometry - Sine and Cosine Rules; Application of Trigonometry; Areas of Triangles; Double Angles; Test Examples 8; 9 MENSURATION OF AREAS; Units; Sector of a Circle; Segment of a Circle; Ellipse; Surface of a Cylinder; Surface of a Sphere; Test Examples 9; 10 VOLUME - MASS, CENTRE OF GRAVITY, MOMENT; Prisms; Pyramids; Oblique Prisms and Pyramids; Frustums; Test Examples 10; 11 DIFFERENTIAL CALCULUS (DIFFERENTIATION); Gradient of a Straight Line; Infinitesimally Small Changes 'd'; Zero Gradient; Gradient of a Curve 327 $aDifferentiation from First Principles 330 $a"This indispensible guide to ship stability covers topics such as flotation and buoyancy, small angle, large angle and longitudinal stability, water density effects, bilging, ship resistance, and advanced hydrostatics. Each chapter has a comprehensive list of aims and objectives at the start of the topic, followed by a check-list at the end of the topic for students to ensure that they have developed all the relevant skills before moving onto the next topic area. The book features over 170 worked examples with fully explained solutions, enabling students to work through the examples to build up their knowledge and develop the necessary key skills. The worked examples, which range in difficulty from very simple one-step solutions to SQA standard exam questions and above, are predominantly based on a hypothetical ship, with the reader supplied with extracts from a typical data book for the ship which replicates those found on real ships, enabling the reader to develop and practise real-life skills"--Abstract. 410 0$aReeds marine engineering and technology ;$v1. 606 $aMarine engineering$xMathematics$vTextbooks 606 $aMarine engineering$xMathematics$vExaminations, questions, etc 606 $aMarine engineers$xExaminations$vStudy guides 606 $aMarine Engineering 615 0$aMarine engineering$xMathematics 615 0$aMarine engineering$xMathematics 615 0$aMarine engineers$xExaminations 615 4$aMarine Engineering 676 $a770.95692 700 $aCorner$b Kevin$01824495 701 $aEmbleton$b William$030090 701 $aEmbleton$b William$030090 702 $aJackson$b Leslie$f1929- 801 0$bUkLoBP 801 1$bUkLoBP 801 2$bUkLoBP 906 $aBOOK 912 $a9911006552903321 996 $aMathematics for marine engineers$94391651 997 $aUNINA