08 mtp11 applied mathematics - june, july 2009
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10 mmd11 applied mathematics - june, july 2013
1. A bungee jumper with a mass of 68.1 kg leaps from a hot air balloon. Using a finite difference technique and step size of 0.25 seconds, the velocity is computed for the first 12 seconds of free fall, taking into account drag.
2. The document explains various types of errors in calculations such as significant figures, inherent error, truncation error, and true percentage relative error. It also describes the Regular Falsi and Newton-Raphson methods for finding roots of equations.
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10 mmd11 applied mathematics - june, july 2013
1. A bungee jumper with a mass of 68.1 kg leaps from a hot air balloon. Using a finite difference technique and step size of 0.25 seconds, the velocity is computed for the first 12 seconds of free fall, taking into account drag.
2. The document explains various types of errors in calculations such as significant figures, inherent error, truncation error, and true percentage relative error. It also describes the Regular Falsi and Newton-Raphson methods for finding roots of equations.
3. The problems involve using numerical methods such as Muller's method, Graeffe's root-square method, Romberg's method, Gauss elimination, Jacobi method, QR
14 mmd, mtp,cae 11 dec 2014, jan 2015 - applied mathematics
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This document contains an 8-question exam on applied mathematics. The questions cover various topics including: error analysis, numerical integration, solving systems of equations, matrix operations, eigenanalysis, linear transformations, vector spaces, and least squares solutions. Students are asked to define terms, compute values, prove statements, and perform numerical methods like Newton's method to find roots or Romberg's method for integration.
12 mmd11 applied mathematics - june, july 2013
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The East West Institute of Technology has a PG Library & Information Centre that provides resources and services to post-graduate students. The library welcomes suggestions from students on how to improve its resources and services, which can be emailed to library.ewit@gmail.com.
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This document contains 8 questions on topics in applied mathematics for a Masters degree examination. The questions cover a range of numerical methods including Muller's method, Bairstow's method, Gauss-Seidel method, cubic spline interpolation, and the Numerov method. Other questions address linear algebra topics such as basis vectors, subspaces, linear transformations, and inverses. Students are asked to prove theorems about graphs, vector spaces, and matrix eigenvectors. Calculations involve solving systems of equations, finding roots of polynomials, and maximizing profit under constraints.
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3) Taylor series expansions and numerical integration techniques like Simpson's rule and Gauss-Legendre quadrature
4) Numerical solutions to initial value problems using techniques like Adams-Bashforth and predictor-corrector methods
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Applied mathematics 40
This document contains questions from a M.Tech Applied Mathematics exam. It includes questions on various topics in applied mathematics, such as:
1) Finding the binary form of a number, approximating a number, and writing a Fortran program for matrix multiplication.
2) Solving sets of equations using Gauss elimination, finding matrix inverses, and converting eigenvalue problems.
3) Evaluating mixed partial derivatives, Taylor series expansions, and numerically evaluating integrals using Simpson's rule, Gauss-Legendre quadrature, and Adams-Bashforth methods.
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12 mmd11 applied mathematics - june, july 2013
This document contains 8 questions regarding numerical analysis methods. Question 1 asks to explain different types of errors in calculations. Question 2 asks to find the maximum relative error in a function given errors in its variables. Question 3 asks to perform iterations of the Muller method to find a root of an equation. Question 4 asks to find derivatives of a function from given data and evaluate an integral using Romberg's method.
10 mau11 applied mathematics - dec 2012
The East West Institute of Technology has a PG Library & Information Centre that provides resources and services to post-graduate students. The library welcomes suggestions from students on how to improve its resources and services, which can be emailed to library.ewit@gmail.com.
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This document contains 8 questions on topics in applied mathematics for a Masters degree examination. The questions cover a range of numerical methods including Muller's method, Bairstow's method, Gauss-Seidel method, cubic spline interpolation, and the Numerov method. Other questions address linear algebra topics such as basis vectors, subspaces, linear transformations, and inverses. Students are asked to prove theorems about graphs, vector spaces, and matrix eigenvectors. Calculations involve solving systems of equations, finding roots of polynomials, and maximizing profit under constraints.
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This document contains 8 questions regarding various topics in applied mathematics for a first semester M.Tech degree examination. The questions cover topics such as significant figures, accuracy, precision, and round off errors; solving equations using methods like Regula-Falsi, Newton's formula, Bairstow method, and Graeffe's root squaring; numerical integration using Romberg's method; solving systems of linear equations using Gauss-Jordan and triangularization methods; eigen values and vectors using inverse power and Rutishauser methods; linear transformations and their properties; least squares solutions; and constructing orthogonal sets using Gram-Schmidt process. Students are required to answer any 5 full questions out of the 8 questions provided.
08 mtp11 applied mathematics - dec 2009,jan 2010
This document contains 18 questions related to applied mathematics for a first semester M.Tech degree examination. The questions cover topics including:
1) Binary conversion, error and relative error calculations
2) Matrix multiplication and operations including inverses, norms, and eigenproblems
3) Taylor series expansions and numerical integration techniques like Simpson's rule and Gauss-Legendre quadrature
4) Numerical solutions to initial value problems using techniques like Adams-Bashforth and predictor-corrector methods
5) Boundary value problems for beams and heat transfer problems solved using finite difference methods.
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This document appears to be an exam for a Mechanical Vibrations course, consisting of two parts (A and B) and multiple choice questions. It covers topics such as periodic motion, resonance, degrees of freedom, harmonic analysis, differential equations of motion, damping, force transmissibility, seismic instruments, machine vibrations, and experimental modal analysis. Methods for analyzing vibrations in systems include Dunkerley's method and matrix iteration. Machine maintenance techniques are also mentioned. The document provides diagrams to illustrate concepts and problems/calculations for students to complete as part of the exam.Photoelasticity
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This presentation gives the information about: Birefringent coatings, covering syllabus of Unit-6, Sub: Experimental stress analysis for BE course.
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The document discusses electrical resistance strain gages, including:
- Common alloys used including constantan, iso-elastic alloy, and karma alloy.
- Types of strain gages such as wire, foil, diaphragm, and weldable.
- Important factors in mounting gages such as surface preparation, adhesives like epoxy and cyanoacrylate, and proper bonding techniques.
Be project report template
This template was created for DSCE, Aeronautical students. You have to replace the institution details.
Create a separate document for each chapter, so that under numbering, you can change the sequence of chapter main heading according to chapter wise. i.e., 2.1, 2.2 etc.
Same procedure is applicable to Figure caption and Table caption.
This template can be used to generate, BE seminar report, M.Tech and Ph.D thesis also.
This template is created to assist UG students in generating their thesis without much hassle.
Contents are taken from VTU website. I don’t hold any copyright for this document.
Hareesha N G
Assistant Professor
DSCE, Bengaluru
Applied mathematics 40
This document contains questions from a M.Tech Applied Mathematics exam. It includes questions on various topics in applied mathematics, such as:
1) Finding the binary form of a number, approximating a number, and writing a Fortran program for matrix multiplication.
2) Solving sets of equations using Gauss elimination, finding matrix inverses, and converting eigenvalue problems.
3) Evaluating mixed partial derivatives, Taylor series expansions, and numerically evaluating integrals using Simpson's rule, Gauss-Legendre quadrature, and Adams-Bashforth methods.
4) Solving initial value problems, the transverse deflection of beams, and using finite difference methods to solve PDEs modeling heat transfer.
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our proposed model. These findings underscore the model’s competence in precise brain tumor localization, underscoring its potential to revolutionize medical
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5:凡事获得留信网入网的信息将会逐步更新到个人身份内，将在公安局网内查询个人身份证信息后，同步读取人才网入库信息
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3:国家专业人才认证中心颁发入库证书
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5:凡事获得留信网入网的信息将会逐步更新到个人身份内，将在公安局网内查询个人身份证信息后，同步读取人才网入库信息
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