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CS71 - BCA(5)-71/Project/05
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CS71 - Computer Oriented Numerical Techniques

Course Code : CS-71

Assignment Number : BCA(5)-71/Project/05

Maximum Marks: 15

Last Date of Submission: 30th October, 2005

This is a Project Assignment. There are Three questions in this assignment. Answer all the questions. You may use illustrations and diagrams to enhance explanations.

Question 1: Find the derivative of the function f(x) = 3x2 +5x-7
at x=1, using any numerical differentiation method. (3 marks)

Question 2: Evaluate the integral
Integral 0 to 5 e-x2 dx (i.e e raised to the power of minus x square)

using
(i) Gauss method with 6 points
(ii) Trapezoidal rule with 20 points
(iii) Simpson's rule with 10 points (6 marks)

Question 3: Solve the following differential equation:

d2y/dx2 + ½ dy/dx + 4y = 5
y(0) = y1(0)=0

Find solution in the range of 2 > x > 0.

using
(i) second order Runge Kutta Method
(ii) Fourth Order Runge-Kutta Method
(iii) A predictor - corrector method. (6 marks)

 

 

 

 

 

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