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its today my paper:
Q. Describe briefly the Jacobi’s method of solving linear equations? 2 marks
Answer: In numerical linear algebra, the Jacobi method is an algorithm for determining the solutions of a diagonally dominant system of linear equations. Each diagonal element is solved for, and an approximate value is plugged in. The process is then iterated until it converges. This algorithm is a strippeddown version of the Jacobi transformation method of matrix diagonalization. The method is named after Carl Gustav Jakob Jacobi.
Given a square system of n linear equations:
Perhaps the simplest iterative method for solving Ax = b is Jacobi`s method.
Q. Write a formula for finding the value of p from Newton’s backward difference formula? 2 marks
Answer:
Q. Find the value of from the following matrix by jacobi’s method 3 marks
Q. Prove that 3 marks
Solution:
Q. Solve the following system of linear equations by Gaussseidal iteration method up to two iterations and three decimal places
5 marks
Taking the initial solution as
Q. The sales for the last five years are given in the table below. Find Newton's backward difference table
X(Years) 
1974 
1976 
1978 
1980 
1982 
Y(Sales in lakhs) 
40 
43 
48 
52 
57 
5 marks
Solution:
X 
Y 

1974 
40 



1976 
43 
3 


1978 
48 
5 
2 

1980 
52 
5 
0 
2 
1982 
57 



...BEST of LUCK.....
thanks for sharing
thanks for sharing..jazzak Allah to all of u..
ASSALAMOALAIKUM
my today paper (MTH603) held on 09JUNE2014 Semester Spring2014
thnx u all 4 sharing ur paperz
fivestar1122 Thanks for sharing..keep it up & best of luck for ur result
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if u have any subjective solved file then plz share it here.
my today paper of mth603
mcqz all from moaz file only one is new
Q.Solve the following system of linear equations by Gaussseidal iteration method up to two iterations and three decimal places
83x+11y4z=95
7x+52y+13z=104
3x+8y+29z=71
Taking the initial solution as (000)
Q.The sales for the last five years are given in the table below. Find Newton's backward difference table
X(Years) 1974 1976 1978 1980 1982
Y(Sales in lakhs) 40 43 48 52 57
Q.Write a formula for finding the value of p from Newton’s backward difference formula
Q.
3 0 5
0 1 9
0 0 3 change this into an identy metrix
ek q ki statement yaad nhii but usko bhii change karna tha into two iterations
MCQ'Z MOAZ file
KOE BTAYE GA K MOAZZ KI FILE K JO MCQS HAIN US MAIN SE KCH LAG BHI RHA HA K NHI AND 2ND YE K MCQS KI PREPAPARATION KAHAN SE KREN. THANKS wAITING FOR QUICK REPLY
Naseem Ahmed Khan sary mcqz moaz file main say thy jo hmry paper main aye aur sirf past paper he nhii aap hand outs main say bhi exams ki tyari karain
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