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The app is a complete free handbook of NumericalMethods&Analysis which covers important topics, notes,materials &newson the course. Download the App as a referencematerial&digital book for Mathematics & mechanicalengineeringprograms& degree courses. The study is also usedextensivelyinArtificial intelligence, algorithms, real time systemsandmachinelearning. This useful App lists 77 topics withdetailednotes,diagrams, equations, formulas & course material,thetopics arelisted in 5 chapters. The app is must have for alltheengineeringscience students & professionals. The appprovidesquickrevision and reference to the important topics likeadetailedflash card notes, it makes it easy & useful forthestudent ora professional to cover the course syllabus quicklyjustbefore anexams or job interviews. Also get thehottestinternationalengineering & technology news on your apppoweredby Googlenews feeds. We have customised it so that you getregularupdateson subject from international/nationalcolleges,universities,research, industry, applications,engineering, tech,articles &innovation. This is the bestapplication to remainupdated on yourfav. subject. Use this usefulengineering app asyour educationtool, utility, tutorial, book, areference guide forsyllabus andexplore study course material,aptitude tests &project work.Track your learning, setreminders, edit, addfavourite topics,share the topics on socialmedia. Some of thetopics Covered inthis application are: 1.Solution of algebraic andtranscendentalequations 2. Methods ofsolving roots of polynomialequations 3.Initial Approximation for anIterative Procedure 4.Method of FalsePosition 5. Newton-RaphsonMethod 6. GeneralIteration Method 7.Convergence of the IterationMethods 8. Linearsystem of algebraicequations 9. Direct method forsolving linearsystem 10. Guasselimination method 11. Guass jordanmethod 12.Iterative Methods13. Gauss-Jacobi Iteration Method 14.Gauss-SeidelIteration Method15. Eigen value problems 16. Powermethod 17.Interpolation 18.Lagrange Interpolation 19. LinearInterpolation20. Quadraticinterpolation 21. Error of interpolation22. Divideddifferences23. Newton’s Divided Difference Interpolation24.InterpolationWith Evenly Spaced Points 25. Relationsbetweendifferences andderivatives 26. Newton’s forward differenceformula27. Newton’sBackward Difference Interpolation Formula 28.Splinefunction 29.Cubic Interpolation 30. Numerical Differentiation31.DerivativesUsing Newton’s Forward Difference Formula32.Derivatives UsingNewton’s Backward difference Formula33.Derivatives using DividedDifference Formula 34.NumericalIntegration and Integration RulesBased on Uniform MeshSpacing 35.Trapezium Rule 36. Error inTrapezium Rule 37. Compositetrapeziumrule 38. Simpson’s 1/3 Rule39. Error in Simpson’s 1/3 Rule40.Composite Simpson’s 1/3 Rule41. Simpsom’s 3/8 Rule 42.RombergMethod 43. Romberg method forthe trapezium rule 44. Rombergmethodfor the Simpson’s 1/3 Rule45. Gauss-Legendre IntegrationRules 46.Gauss one point rule(Gauss-Legendre one point rule) 47.Gauss Twopoint rule(Gauss-Legendre Two point rule) 48. Gauss Threepointrule(Gauss-Legendre Three point rule) 49. EvaluationofDoubleIntergral Using Trapezium Rule 50. Evaluation ofDoubleIntergralUsing Simpson’s rule 51. Introduction to InitialValueProblem forOrdinary Differential Equations 52. Reduction ofsecondorderequation to a first order system 53. Single Step Method54.Multistep Methods 55. Taylor series Method 56. Modified EulerorHeun’sMethods 57. Runge Kutta Methods Each topic iscompletewithdiagrams, equations and other forms ofgraphicalrepresentationsfor better learning and quickunderstanding.Numerical Methods& Analysis is part ofMathematics &mechanical engineeringeducation courses andtechnology degreeprograms of variousuniversities.

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------------------------------------Integración Numérica Multivariable------------------------------------Esta es la versión gratuita de la Aplicación que lleva elmismonombre, incluye 3 métodos completos y algo de publicidadpocoinvasiva. La versión completa tiene 6 métodos yfuturasactualizaciones a un costo mínimo.Aplicación muy didáctica ya que presenta las iteracionesconcálculos y sustituciones de manera muy detallada.La aplicación ha sido probada en tablet de 7", 9" y 10" asícomotambién en smartphone de 4.5 " y 5".-----------------------------------Los métodos incluidos son:------------------------------------ Rectángulos punto medio.- Trapezoidal- Simpson 1/3- Simpson 3/8- Newton Cotes- Cuadratura de Gauss Legendre (Hasta 20 Ptos.)----------Idiomas:----------- Español- InglésEl idioma estándar es el español.-------------------------Soluciones disponibles:-------------------------- TabularConcentrado de los valores obtenidos en las iteraciones.- IteracionesListado de iteraciones con sus respectivas sustituciones- SoluciónResultado final.----------------------Características notables:----------------------- Escritura de la ecuación.- Funciones matemáticas.- Configuración del número de decimales en los cálculos- Teoría para cada método con deducciones yejemplosresueltos.--------------------------------------Funciones y constantes soportadas:--------------------------------------- Número pi (Pi)- Número e (e)- Raíz cuadrada (sqrt)- Raíz cúbica (cbrt)- Seno trigonométrico (sin)- Coseno trigonométrico (cos)- Tangente trigonométrica (tan)- Seno inverso (asin)- Coseno inverso (acos)- Tangente inversa (atan)- Tangente inversa 2 (atan2)- Seno hiperbólico( sinh)- Coseno hiperbólico( cosh)- Tangente hiperbólica( tanh)- Secante (sec)- Cosecante (cosec)- Cotangente (cotan)- Secante inversa (asec)- Cosecante inversa (acosec)- Cotangente inversa (acotan)- Secante hiperbólica (sech)- Cosecante hiperbólica (cosech)- Cotangente hiperbólica (cotanh)- Seno hiperbólico inverso (asinh)- Coseno hiperbólico inverso (acosh)- Tangente hiperbólica inversa (atanh)- Cotangente hiperbólica inversa (acotanh)- Secante hiperbólica inversa (asech)- Cosecante hiperbólica inversa (acosech)- Logaritmo natural (log)- Logaritmo base 10 (log10)- Logaritmo natural inverso (exp)- Logaritmo decimal inverso (alog10)- Hipotenusa (hypot)- Valor máximo entre 2 (max)- Valor mínimo entre 2 (min)- Valor absoluto (abs)- Conversión de radianes a grados (toDegrees)- Conversión de grados a radianes (toRadians)------------------------------------Numerical Integration Multivariable------------------------------------This is the free version of the application of the samename,includes 3 complete some advertising methods andminimallyinvasive. The full version has 6 methods and futureupgrades atminimal cost.Very didactic application as it presents the iterationswithcalculations and substitutions in great detail.The application has been tested on tablet 7 ", 9" and 10 "aswellas smartphone 4.5" and 5 ".-----------------------------------The methods included are:------------------------------------ Boxes midpoint.- Trapezoidal- Simpson 1/3- Simpson 3/8- Newton Cotes- Gauss Legendre quadrature (Up to 20 pts.)----------Languages:----------- Spanish- EnglishThe standard language is Spanish.-------------------------Solutions available:------------------------- - Tabular       Values​​obtainedconcentrate in iterations. - Iterations       List of iterationswiththeir respective replacements - Solution       Final result.----------------------Notable features:---------------------- - Write the equation. - Mathematical Functions. - Setting the number of decimals in the calculations - Theory for each method with deductions andworkedexamples. --------------------------------------Supported functions and constants:--------------------------------------- Number Pi (Pi)- Number and (e)- Square root (sqrt)- Cube root (cbrt)- Trigonometric Seno (no)- Trigonometric cosine (cos)- Trigonometric tangent (tan)- Inverse Sine (asin)- Inverse cosine (ACOS)- Tangent inverse (tie)- Inverse tangent 2 (atan2)- Hyperbolic sine (sinh)- Hyperbolic cosine (cosh)- Hyperbolic tangent (tanh)- Drying (sec)- Cosecant (vin)- Cotangent (cotan)- Drying reverse (asec)- Reverse Cosecant (acosec)- Cotangent reverse (dimensioned)- Hyperbolic secant (sech)- Hyperbolic Cosecant (cosech)- Hyperbolic Cotangent (cotanh)- Inverse Hyperbolic Sine (asinh)- Inverse hyperbolic cosine (acosh)- Inverse hyperbolic tangent (atanh)- Cotangent inverse hyperbolic (acotanh)- Inverse hyperbolic secant (asech)- Cosecant inverse hyperbolic (acosech)- Natural logarithm (log)- Base 10 logarithm (log10)- Natural inverse logarithm (exp)- Reverse decimal logarithm (alog10)- Hypotenuse (hypot)- Maximum of 2 (max)- Minimum of 2 (min)- Absolute Value (abs)- Conversion from radians to degrees (toDegrees)- Conversion of degrees to radians (toRadians)

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-------------------------------------------------------------------------------------------------------------Aplicación para la solución de ecuaciones de unaincógnita(Ecuaciones No Lineales)-------------------------------------------------------------------------------------------------------------Esta es la versión gratuita de la aplicación, incluye una muestradelas características de la aplicación y algo de publicidad.Aplicación muy didáctica ya que cuenta con tres tiposdesolución:- -Tabular: Donde presenta una tabla con un concentrados delosvalores obtenidos en las etapas de la solución.--Iteraciones: Un desglose de las iteraciones con todosloscálculos necesarios así como también las sustituciones enlafunción aportada por el usuario.-- Solución: Solo se presentan la solución final.Además:-- La aplicación acepta escritura de la función.-- Se puede configurar el número de iteraciones máximas( Valorpordefault: 40).-- Se puede especificar el número de decimales a utilizar enloscálculos (Valor por default: 8 cifras).-- La aplicación ha sido probada en tablet de 7", 9" y 10" asícomotambién en smartphone de 4.5 " y 5".-----------------------------------Los métodos incluidos son:------------------------------------ Aproximación secuencial- Iteración Simple- Bisección- Regula Falsi- Secante- Newton Raphson- Von Mises (En la versión completa)- Newton Raphson modificado(Versión 1) (En laversióncompleta)- Newton Raphson modificado(Versión 2) (En la versión completa)Cada método incluye teoría con ejemplo resuelto (Por elmomentosolo en español).----------Idiomas:----------- Español- InglésEl idioma estándar es el español.---------------------Manejo de error---------------------La aplicación utiliza el error absoluto.Se puede configurar el número de decimales a utilizar enloscálculos. (icono 0.000).Se puede configurar el número máximo de iteraciones.-------------------------Soluciones disponibles:-------------------------- TabularConcentrado de los valores obtenidos en las iteraciones.- IteracionesListado de iteraciones con sus respectivas sustituciones- Solo raízResultado final.Además, los métodos de Newton Raphson, von Mises y NewtonRaphsonmodificado pueden trabajar con derivada analítica oderivadanumérica.----------------------La aplicación soporta:----------------------- Escritura de la ecuación.- Funciones matemáticas.-------------------------------------------Funciones y constantes soportadas:-------------------------------------------- Número pi (Pi)- Número e (e)- Raíz cuadrada (sqrt)- Raíz cúbica (cbrt)- Seno trigonométrico (sin)- Coseno trigonométrico (cos)- Tangente trigonométrica (tan)- Seno inverso (asin)- Coseno inverso (acos)- Tangente inversa (atan)- Tangente inversa 2 (atan2)- Seno hiperbólico( sinh)- Coseno hiperbólico( cosh)- Tangente hiperbólica( tanh)- Secante (sec)- Cosecante (cosec)- Cotangente (cotan)- Secante inversa (asec)- Cosecante inversa (acosec)- Cotangente inversa (acotan)- Secante hiperbólica (sech)- Cosecante hiperbólica (cosech)- Cotangente hiperbólica (cotanh)- Seno hiperbólico inverso (asinh)- Coseno hiperbólico inverso (acosh)- Tangente hiperbólica inversa (atanh)- Cotangente hiperbólica inversa (acotanh)- Secante hiperbólica inversa (asech)- Cosecante hiperbólica inversa (acosech)- Logaritmo natural (log)- Logaritmo base 10 (log10)- Logaritmo natural inverso (exp)- Logaritmo decimal inverso (alog10)- Hipotenusa (hypot)- Valor máximo entre 2 (max)- Valor mínimo entre 2 (min)- Valor absoluto (abs)- Conversión de radianes a grados (toDegrees)- Conversión de grados a radianes (toRadians)-------------------------------------------------------------------------------------------------------------Application for solving equations in one variable(NonlinearEquations)-------------------------------------------------------------------------------------------------------------     This is the free version oftheapplication, including a sample of the features of theapplicationand some publicity.Very didactic application because it has three typesofsolution:- -Tabular: Where presents a table with values​​concentratesobtained in stages of solution.--Iteraciones: A breakdown of iterations with all thenecessarycalculations as well as substitutions in the functionprovided bythe user.- Solution: Only the final solution are presented.In addition:- The application accepts writing function.- You can set the maximum number of iterations (defaultvalue:40).- You can specify the number of decimal places to be used inthecalculations (default value: 8 digits).- The application has been tested on tablet 7 ", 9" and 10 "aswellas smartphone 4.5" and 5 ".-----------------------------------The methods included are:------------------------------------ Sequential Approach- Simple Iteration- Bisection- Regulates Falsi- Drying- Newton Raphson- Von Mises (In the full version)- Modified Newton Raphson (Version 1) (In the full version)- Modified Newton Raphson (Version 2) (In the full version)Each method includes theory with worked example (So far onlyinSpanish).----------Languages:----------- Spanish- EnglishThe standard language is Spanish.---------------------Error Handling---------------------The application uses the absolute error.You can set the number of decimal places to be used inthecalculations. (Icon 0.000).You can configure the maximum number of iterations.-------------------------Solutions available:------------------------- - Tabular        Values​​obtainedconcentrate in iterations. - Iterations        List ofiterationswith their respective replacements - Only root        Final result.Furthermore, Newton Raphson methods, Newton Raphson von Misesandcan work with modified analytical or numericalderivativederived.----------------------The application supports:---------------------- - Write the equation. - Mathematical Functions.-------------------------------------------Supported functions and constants:-------------------------------------------- Number Pi (Pi)- Number and (e)- Square root (sqrt)- Cube root (cbrt)- Trigonometric Seno (no)- Trigonometric cosine (cos)- Trigonometric tangent (tan)- Inverse Sine (asin)- Inverse cosine (ACOS)- Tangent inverse (tie)- Inverse tangent 2 (atan2)- Hyperbolic sine (sinh)- Hyperbolic cosine (cosh)- Hyperbolic tangent (tanh)- Drying (sec)- Cosecant (vin)- Cotangent (cotan)- Drying reverse (asec)- Reverse Cosecant (acosec)- Cotangent reverse (dimensioned)- Hyperbolic secant (sech)- Hyperbolic Cosecant (cosech)- Hyperbolic Cotangent (cotanh)- Inverse Hyperbolic Sine (asinh)- Inverse hyperbolic cosine (acosh)- Inverse hyperbolic tangent (atanh)- Cotangent inverse hyperbolic (acotanh)- Inverse hyperbolic secant (asech)- Cosecant inverse hyperbolic (acosech)- Natural logarithm (log)- Base 10 logarithm (log10)- Natural inverse logarithm (exp)- Reverse decimal logarithm (alog10)- Hypotenuse (hypot)- Maximum of 2 (max)- Minimum of 2 (min)- Absolute Value (abs)- Conversion from radians to degrees (toDegrees)- Conversion of degrees to radians (toRadians)

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The app is a complete free handbook of DiscreteMathematicswhichcovers important topics, notes, materials, news& blogs onthecourse. Download the App as a reference material& digitalbookfor computer science engineering programs &degreecourses.This useful App lists 100 topics with detailednotes,diagrams,equations, formulas & course material, thetopics arelisted in5 chapters. The app is must have for all theengineeringsciencestudents & professionals. The app providesquickrevision andreference to the important topics like a detailedflashcard notes,it makes it easy & useful for the student oraprofessional tocover the course syllabus quickly before an examsorinterview forjobs. Track your learning, set reminders, editthestudy material,add favourite topics, share the topics onsocialmedia. You canalso blog about engineering technology,innovation,engineeringstartups, college research work, instituteupdates,Informativelinks on course materials & educationprograms fromyoursmartphone or tablet or athttp://www.engineeringapps.net/.Usethis useful engineering app asyour tutorial, digital book,areference guide for syllabus, coursematerial, projectwork,sharing your views on the blog. Some of thetopics Covered intheapp are: 1. Set Theory 2. Decimal number System3. BinaryNumberSystem 4. Octal Number System 5. Hexadecimal NumberSystem6.Binary Arithmetic 7. Sets and Membership 8. Subsets9.Introductionto Logical Operations 10. Logical OperationsandLogicalConnectivity 11. Logical Equivalence 12.LogicalImplications 13.Normal Forms and Truth Table 14. Normal Formof awell formedformula 15. Principle Disjunctive Normal Form16.PrincipalConjunctive Normal form 17. Predicates and Quantifiers18.Theoryof inference for the Predicate Calculus 19.MathematicalInduction20. Diagrammatic Representation of Sets 21.The Algebra ofSets 22.The Computer Representation of Sets 23.Relations24.Representation of Relations 25. Introduction toPartialOrderRelations 26. Diagrammatic Representation ofPartialOrderRelations and Posets 27. Maximal, Minimal ElementsandLattices 28.Recurrence Relation 29. Formulation ofRecurrenceRelation 30.Method of Solving Recurrence Relation 31.Method forsolving linearhomogeneous recurrence relations withconstantcoefficients: 32.Functions 33. Introduction to Graphs 34.DirectedGraph 35. GraphModels 36. Graph Terminology 37. SomeSpecial SimpleGraphs 38.Bipartite Graphs 39. Bipartite Graphs andMatchings40.Applications of Graphs 41. Original and Sub Graphs42.RepresentingGraphs 43. Adjacency Matrices 44. IncidenceMatrices45.Isomorphism of Graphs 46. Paths in the Graphs 47.ConnectednessinUndirected Graphs 48. Connectivity of Graphs 49.PathsandIsomorphism 50. Euler Paths and Circuits 51. HamiltonPathsandCircuits 52. Shortest-Path Problems 53. AShortest-PathAlgorithm(Dijkstra Algorithm.) 54. The TravelingSalespersonProblem 55.Introduction to Planer Graphs 56. GraphColoring 57.Applicationsof Graph Colorings 58. Introduction toTrees 59. RootedTrees 60.Trees as Models 61. Properties of Trees62. Applicationsof Trees63. Decision Trees 64. Prefix Codes 65.Huffman Coding 66.GameTrees 67. Tree Traversal 68. Boolean Algebra69. IdentitiesofBoolean Algebra 70. Duality 71. The AbstractDefinition ofaBoolean Algebra 72. Representing Boolean Functions73. LogicGates74. Minimization of Circuits 75. Karnaugh Maps 76.DontCareConditions 77. The Quine MCCluskey Method 78.IntroductiontoLattices 79. The Transitive Closure of a Relation80.CartesianProduct of Lattices 81. Properties of Lattices82.Lattices asAlgebraic System Each topic is complete withdiagrams,equationsand other forms of graphical representations forbetterlearningand quick understanding. Discrete Mathematics ispartofengineering education courses and technology degreeprogramsinvarious universities.

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