Exam Details
Subject | Computer Oriented Numerical Techniques | |
Paper | ||
Exam / Course | Bachelor of Computer Applications | |
Department | School of Computer and Information Sciences (SOCIS) | |
Organization | indira gandhi national open university | |
Position | ||
Exam Date | December, 2016 | |
City, State | new delhi, |
Question Paper
If 0·667 is the approximate value of 2/3,find the absolute, relative, and percentage errors.
Using bisection method, find a real root of the equation x^3 5x 1 correct to two decimal places.
Find the root of the equation xe^x cos x using the Regula-Falsi method, correct to four decimal places.
Apply Newton-Raphson method to find an approximate root, correct to three decimal places, of the equation x sin x 0
By the fixed point iteration process, find the root, correct to three decimal places, of the equation x cos x near .
Solve the following set of simultaneous equations by Cramer's rule
x1 2x2 — 3x3 — 4
2x1 — 3x2 x3 1
3x1 — 5x2 4x3 5
Find the root of the equation e^x x 2 using bisection method, correct to three decimal places.
By using the Regula-Falsi method find the root, correct to three decimal places, of the following equation over the indicated interval
xe^x 3 over
Find the cube root of correct to three decimal places, by using any suitable numerical method.
Using Newton-Raphson method, find the real root of the equation x tan x 1·28, correct to three decimal places.
Solve the following algebraic equations by using Gauss' elimination method:
x y z 6
3x 3y 4z 20
2x Y 3z 13
Solve the following simultaneous equations by using Gauss-Jordan method
5x -2y 3z 18
x 7y -3z -22
2x y 6z 22
Solve the following simultaneous equations
x y z 3
2x y 3z 16
3x z
Use Jacobi's iteration method to solve the following system of equations
20x y 2z 17
3x 20y -18
2x 3y 20z 25
Solve dy/dt y^2 given boundary conditions y l at t 0. Find approximately the value of y for t 1 by Euler's method in five steps.
Prove that
<img src='./qimages/7790-5a.jpg'>
"Use Lagrange's interpolation formula to compute from the given data:
<img src='./qimages/7790-5b.jpg'>
Use Runge-Kutta method to aproximate whenx 0·1 and x 0·2,given that x when y 1 and dy/dx x y.
Using bisection method, find a real root of the equation x^3 5x 1 correct to two decimal places.
Find the root of the equation xe^x cos x using the Regula-Falsi method, correct to four decimal places.
Apply Newton-Raphson method to find an approximate root, correct to three decimal places, of the equation x sin x 0
By the fixed point iteration process, find the root, correct to three decimal places, of the equation x cos x near .
Solve the following set of simultaneous equations by Cramer's rule
x1 2x2 — 3x3 — 4
2x1 — 3x2 x3 1
3x1 — 5x2 4x3 5
Find the root of the equation e^x x 2 using bisection method, correct to three decimal places.
By using the Regula-Falsi method find the root, correct to three decimal places, of the following equation over the indicated interval
xe^x 3 over
Find the cube root of correct to three decimal places, by using any suitable numerical method.
Using Newton-Raphson method, find the real root of the equation x tan x 1·28, correct to three decimal places.
Solve the following algebraic equations by using Gauss' elimination method:
x y z 6
3x 3y 4z 20
2x Y 3z 13
Solve the following simultaneous equations by using Gauss-Jordan method
5x -2y 3z 18
x 7y -3z -22
2x y 6z 22
Solve the following simultaneous equations
x y z 3
2x y 3z 16
3x z
Use Jacobi's iteration method to solve the following system of equations
20x y 2z 17
3x 20y -18
2x 3y 20z 25
Solve dy/dt y^2 given boundary conditions y l at t 0. Find approximately the value of y for t 1 by Euler's method in five steps.
Prove that
<img src='./qimages/7790-5a.jpg'>
"Use Lagrange's interpolation formula to compute from the given data:
<img src='./qimages/7790-5b.jpg'>
Use Runge-Kutta method to aproximate whenx 0·1 and x 0·2,given that x when y 1 and dy/dx x y.
Other Question Papers
Departments
- Centre for Corporate Education, Training & Consultancy (CCETC)
- Centre for Corporate Education, Training & Consultancy (CCETC)
- National Centre for Disability Studies (NCDS)
- School of Agriculture (SOA)
- School of Computer and Information Sciences (SOCIS)
- School of Continuing Education (SOCE)
- School of Education (SOE)
- School of Engineering & Technology (SOET)
- School of Extension and Development Studies (SOEDS)
- School of Foreign Languages (SOFL)
- School of Gender Development Studies(SOGDS)
- School of Health Science (SOHS)
- School of Humanities (SOH)
- School of Interdisciplinary and Trans-Disciplinary Studies (SOITDS)
- School of Journalism and New Media Studies (SOJNMS)
- School of Law (SOL)
- School of Management Studies (SOMS)
- School of Performing Arts and Visual Arts (SOPVA)
- School of Performing Arts and Visual Arts(SOPVA)
- School of Sciences (SOS)
- School of Social Sciences (SOSS)
- School of Social Work (SOSW)
- School of Tourism & Hospitality Service Sectoral SOMS (SOTHSM)
- School of Tourism &Hospitality Service Sectoral SOMS (SOTHSSM)
- School of Translation Studies and Training (SOTST)
- School of Vocational Education and Training (SOVET)
- Staff Training & Research in Distance Education (STRIDE)
Subjects
- ANALYSIS AND DESIGN OF ALGORITHM
- Basics Mathematics
- BUSINESS COMMUNICATION
- C' Programming and Data Structure
- C++ and Object Oriented Programming
- Computer Basics and PC Software
- Computer Fundamentals and PC Software
- Computer Networks
- COMPUTER ORIENTED NUMERICAL TECHNIQUES
- E-COMMERCE
- Foundation Course in English for Computing
- Foundation Course in Mathematics in Computing
- FUNDAMENTAL OF COMPUTER NETWORKS
- Intranet Administration
- Introduction to Computer Organisation
- Introduction to Internet Programming
- INTRODUCTION TO SOFTWARE ENGINEERING
- Introduction to System Software
- Multimedia
- NETWORK PROGRAMMING AND ADMINISTRATION
- PC Software Skills
- Programming In C++
- STATISTICAL TECHNIQUES
- TCP/IP PROGRAMMING
- Theory of Computer Science
- WEB PROGRAMMING