Thus 23/10/2003
About the solution to Midterm 2002 Problem 2a, please change the statement from:
"Integration formula derived for a Pn(x) is Exact if F(x) is degree n or HIGHER"
to
"Integration formula derived with a Pn(x)
is Exact if f(x) is degree n or LOWER "
Also in computing Romberg Integration for composite Simpsons, u guys can use the equations given in the
first equation box on p.3 of the integration tutorial classnotes. That's is the general formula for Romberg, and in using
that, bear in mind that Simpsons start at O(h4) instead of O(h2) as it is in Trapizoidal. There is no need to go through the
entire derivation for the romberg integration formula during the midterm.
Mon 27/10/03
The solution to assignment 3 is out in CopiEUS (Today). Assignment 3 will not be return before the midterm.
The midterm is on Thusday 30th Oct 2003 during
Tutorial. The 1.5 hr long midterm is open-book and open-notes.
Fri 31/10/03
Assignment 4 is posted. please see assignment section.
Wed 31/10/03
Please Photocopy the tutorial notes 4 from CopiEUS before class tomorrow.
Mon 10/11/03
Please note that u need to do ONLY 28.16 for assignment 4. You DON'T have to do 28.15. U
can use any method to do 28.16. and Euler is the simplest method to use.
Wed 12/11/03
Assignment 4 due date is postponed to Monday 16th Nov. Handouts for the tutorial tomorrow is in
CopiEUS.
Wed 19/11/03
Handouts of Tutorial 6 for Thusday is in CopiEUS.
