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MTH603 Numarical Analysis All VU Final Term Exams From 22nd of August 2015, to 2nd September, 2015.

MTH603 Numarical Analysis All VU Final Term Exams From 22nd of August 2015, to 2nd September, 2015.

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Most of the paper was from Lecture#18 to 40

Few MCQ's and Questions were also from {Just Revise these topics}:
Secant Method
Newton Raphson Method
Regula Falsi Method
Bisection Method
Eigen Values (Jacobi Method)

The Maximum Paper was from these topics:
Newton's Forward Diffrence & Backward Difference (Interpolation)
Newton's Forward Diffrence & Backward Difference (Differentiation)
Trapezoidal Rule (***Very Important***)
Simpson's 1/3 Rule
Simpson's 3/8 Rule
Euler's Method (**Important**)
Two Point Formula for Differentiation (**Important**)
Three Point Formula for Integration (**Important**)
Runge-Kutta Second Order Method (**Important**)
Runge-Kutta Fourth Order Method (***Very Important***)
Adam-Moulton Method {Predictor, Corrector and Error} (**Important**)
Milne Method {Predictor, Corrector and Error}

If you study these topics, INSHALLAH you will be able to attempt 95% paper.

ap ny tu sara slybus bta dia . ye gurantee mai b dy sakti hn

If you study these topics, INSHALLAH you will be able to attempt 95% paper.

 MCQ's zyada Euler method se thy.. past papers mai se aik 2 mcq's thy bus.

extrapolation ki deffination thi..

mullien predictor corrector formula tha..

backword diffrence ka formula tha.

2 question simpson rule k thy aik 1/3 or aik 3/8.

aik qustion linear equation ka tha..

aik table dya v tha values k sath us se backwork diffrence ka table banana tha..

aik values and table diye thy antom moultan formula se solve karna tha usko.

 aik y ka double diffrential nikamlna tha.. over all paper was so so...

over all paper was tough.... 

mth603 ka paper kitny course sy a rhy hy its urgent plz i have to get preparation accordingly plz tell me 

23-40

Attachments:

Yeh tou open he ni ho rhi

DerOo ye file access denied ka error de rhi hai

Define extrapolation.

Ans:

Extrapolation is defined as the method of computing the value of y for a given value of x lying outside the table of values of x.

 

 

 

 

Find first derivative of at =0.2 using two point equation

 

Where is given by

0.1

0.2

0.3

0.4

0.5

0.6

0.125

0.352

0.652

0.756

0.812

0.924

 

solve

x=0.2

f(x) = 0.352

dy/dx = 0.123904

 

 

 

Write Milne’s corrector formula for finding the solution of a differential equation.

 

Ans:

 

 

 

Evaluate the integral 

                                

Using Trapezoidal rule and table of values given by

 

x

3

4

5

F(x)

1.477

1.602

1.699

 

 

Is the formula for knowing trapezoidal rule

 

 

 

 

If  and, then find the first approximation using the Regula-Falsi method

 

Solve:

 

Find Newton’s divided difference table from the following data.

 

2

8

19

28

154.9

167.0

191.0

212.5

 

 

fx=154.9+(x-2)y[2,8]+(x-2)(x-8)y[2,8,19]

fx=154.9+(xy-2y)[2,8]+(x2-10x+16)y[2,8,19]

fx= 154.9+2xy+8xy-4y-16y+x2y

kuch pas ppr sy bhe a rha hy k ni agr a rha hy tu kis file sy a rha hy plz tell me mera kal paper hy eska

please mujhay math603 ka kuch be nai ata koi solved kar day current papers aur share kar dain thanxxxxxx

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