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MTH603_Share your Current Mid Term Papers
Spring 2016 at One Place
from 27 May 2016 to 8 June 2016
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&
students plz share ur current paper
may allah bless you
Ye lo yarro mera aaj ka paper aur mouj karo
mcq's from handhouts points theoretical very easy
Q1. aik matric diya tha diagonal matrice banana tha
niche file main paper aur solution hai
Done with MTH 603 paper (May 28, 2016 9:00 am)
Everything done best but somewhere b/w nonlinear and linear
paper mixed up Smiling Showing Teeth
Here is Paper
Nothing from past Papers :/
20 MCQs ( new + conceptual +logical+ so easy)
2 Qs *2 Marks
find the next iteration system of equation of Jacobi's method
v0 was given definition of interpolation + forward difference formula (general)
2Qs *3 Marks
find x, y, z using back substitution (upper triangular matrix was given)
find the value of theta (just matrix was given)
2Qs *5 Marks
Jacobi's method up to 2 iterations
find Eigen value and eigen vector by power method
Today's Mth603 paper
Q1 Find the value of teta from matrix Jacobi method 3 marks
[1 ½ 1/3
½ 1/3 ¼
1/3 ¼ 1/5]
Q2 Guess elimination method 5 marks
1 3/2 -1/2 x 5/2
0 -2 -1 y -7
0 0 -5 z -15
Q3Normalization vector 2 marks
U= 1
4
2
Q4= correspond eigen vector back substituion
Domain eigen vector and the corresponding eigen vector of matrix
8 1 2
0 10 -1
6 2 15 vector(1,1,1)
Q5= x=20=+3y-22/8
Y=33-4x +z/11
Z=35-6x-3y/12
Today's Mth603 paper
Subjective..
Q. ReaRrange for solution by gauss-seidl ..3 eq gvgvn
Q.what is extrapoltion
Q.rearrange equations to make them diagonally dominant..3 eq gvn
Q.what I eigen value and corresponding eigen vector? (definition)
Q. Solve by gaussin elmination .. Matrix ws already in uper triAnular form(z was -12 olny bbk substiion ki)
Q.draw forward difference table.. 5 values of x and y=f(x) gvn
f(x)
any one can plz tell me kis file sa mcqs and kis sa subjective a raha ha. kon kon se lectures must krny chaeyn.. plz tell me.
prepare lecture 11, 12 and last 4 lectures for subject.
Mth603 Subjective paper:
Q 1.[1 2 5] [0 1 0] [3 2 3] Convert into upper triangular form. 2 marks Q 2.Define Orthognal matrix. 2 marks
Q 3. [1 0 5] [0 -1 2] [0 0 -12] Convrt into diagonal form. 3 marks
Q 4.^2y0 in terms of the values of the function y=f(x). 3 markx
Q 5. 5x-y+z=10 ; 2x+4y=12 ; x+y+5z=-1 linear equation by jacobi's ittrative upto two term and three decimal palaces. 5 marks.
Q 6. Jacobi's method find orthogonal matrix [3 2 1 ] [2 3 2] [1 2 3] 5 marks
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