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# Mth 603 All Current Mid Term Papers Fall 2013 ~ From (20 Dec , 2013 to 1 Jan 2014 )

All Current Mid Term Papers Fall 2013

From (20 Dec , 2013 to 1 Jan 2014 )

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### Replies to This Discussion

thanks alot dear   thanks

20 MCQS

2 Questions of 2 marks

1) 1 question was to find the value of p from the given table using
Interpolation Newton's forward Difference Formula
2) we have to calculate Paper copy forum vu thirty nine dot com the values of x, y and z for the given system
of equations using Gauss Siede iterative method taking initial solution
vector as (0, 0, 0)t

2 Questions of 3 marks

both of the questions were to find the value of theta for the given
matrices using Jacobi's method

2 Questions of 5 marks

1) Construct backward difference table for the given values
2) Find the solution of following system of Equations using Jacobi's
iterative method upto three decimal places
83x+11y-4z=95
7x+52y+13z=104
3x+8y+29z=71
taking the initial solution vector as (0, 0, 0)T

Mostly MC's were New max. were from last 10 chapters
nomalize vector( find egen value also 2 marks
make forward difference table ( 5 marks)
power method uestion ( 5 marks)
gauss seidel method 3 marks
find angle( theta) by jacobi method

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My MTH603 paper.
20 MCQS
and 2 question of 2 marks convert the given matrix into diagonal form. make backwark difference table and values are given.
2 questions of 3 marks again backward difference consturct by using the given values,aik question me matrix given tha and ose diagonally convert krna tha
2 questions of 5 marks jacobi's method for 1st two iterations for three decimal places
next 5 marks question tha related to indentity matrix.
Kindly pray for my result.........
and best of luck to allllllllllllllllllllllllllll

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my paper
Mcqs were new 4 mcqz from lecture 1
Newton raphson is convergant
1st order
2nd order
3rd
4th
Secant method is bracketing
True
false
1 Prove that µ2 = 1/4(δ2 +4) 5mrks
2 jacobi's method for 1st two iterations for three decimal places
5x-y+z=10
2x+4y=12
X+y+5z=-1 x0=y0=z0=1 5mrks
3 construct backward difference table
x 1 4 8
y 2 7 13 3mrks
4 use Guass-Siedal to find values in next iteration
X= 1/28[32-4y+z]
Y = 1/17[35-2x-4z]
Z = 1/10[24-x-3y]
X0y0=z0=0 3mrks
5 define orthogonal matrix 2mrks
6 what is basic idea behind relaxation method 2mrks
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mcqs buhat ez thay
Q1:power method ka tha
q2:forward difference ka tha
Q3:bakword difference ka
Q4guass-seidal ka sirf 1 he iteration the
Q5:guass-seidal ka sirf 2 iteration solve karna tha (5)
Q6:koi formula tha solve karna tha pata nai kya tha wo mujay nai ata tha but kar dya phr b (5)

aleeza khan  thanks for sharing plz tell me over all paper easy tha ya hard?
aur MOAAZ file se MCQ's lgy thay k nai?? Help plzzz....