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Graded Discussion Board (GDB) of MTH603 - Numerical Analysis will be launched on 18th of February 2014 (18-Feb-2014) at 12 AM and will last till (20-Feb-2014) 11:59 PM

Dear Students,

A GDB problem of MTH603 has been uploaded on VULMS.
Read instructions carefully before attempting GDB.
Topic is as follows:



(1) You are NOT being asked to solve it. Just comment on which method you will choose and why. Only post your comments on the concern Graded MDB forum and not on regular MDB forum.

(2) Write your comments in the plain text and avoid math type symbols and figures/graphs/images as these will not appear.

(3) Zero marks will be given to copied or irrelevant comments from web or any other source.

 (5) Do not put your comments more than once.

(6) Due date will not be extended.

(7) No description will be accepted through e-mail.

No question is allowed related to this activity.

Starting date: Feb 18, 2014. 
End date: Feb 20, 2014.

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Replies to This Discussion

I think The Trapezoidal is most suitable and  applicable method in the given question . because in Simpson method we need even number of sub intervals for Simpson's rule that are not in the given question. And after solveing this question by Trapezoidal method and other like Simpson 1/3” Methods. I achieve an appropriate solution by Trapezoidal method.


bint e pakistan where u been? :p chalo larrao dimag zara 

Me ri8 here ,Cunfuzd  

brain lraty mn time e na pass o jye kahin .

If u'd tried then share plzzz 

simpson is most accurate but trapezoidal is more suitable, even number thing is not working with simpson's rule

Trapezoidal is most suitable DONE KR DO YAR

 Simpson's 1/3 Rule is used to estimate the value of a definite integral and it provides the accurate result for a quadratic function. 

no dear Trapezoidal is better,

Good Luk Alllz For Papers and 4 ds GDB tooo :)

Doooo Invoke pray 4 Meeee :)

After spending too much practicing i get the correct answer of this question:

"Romberg Integration is an extrapolation formula of  the Trapezoidal Rule for integration. It provides a better approximation of the integral by reducing the True Error."

but 5 marks k liye just 2 lines?

plz es ko thora elaborate karo na 

Sonia Naz  have you calculate the answers? or compare it? because we have to prove that why we use this method in our answer. if you hv done it please write your comparison answers here.

time is over guys :) Gudluck :)


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