Lectures:

Lecture 1 (blackboard)
Lecture 2 (blackboard)
  • Lecture 3 (Note: pages jumbled)
  • Lecture 4
  • Lecture 4 Supplement
  • Lecture 5
  • Lecture 5 Summary
  • Lecture 6
  • Lecture 7
  • Lecture 8
  • Lecture 9
  • Lecture 9 Supplement
  • Lecture 10
  • Lecture 11
  • Lecture 12 (Note: Recursion relation given in the class is wrong but has been fixed in this file.)
  • Lecture 13
  • Lecture 14
  • Lecture 15
  • Lecture 16
  • Lecture 17
  • Reading on SCF
  • Lecture 18 Read in combination with Notes on Bonding
  • Lecture 19
  • Hinshelwood Nobel Lecture (Sir Cyril Hinshelwood shared the 1956 Nobel Prize in Chemistry for his research into the mechanism of chemical reactions)
  • Eigen Nobel Lecture (Manfred Eigen shared the 1967 Nobel Prize in Chemistry for his studies of extremely fast chemical reactions)
  • Lecture 20

    Tutorials:

  • Quantum Tutorial 1 (uploaded 10/01)
  • Quantum Tutorial 2 (uploaded 15/01)
  • Quantum Tutorial 3 (Print version) (uploaded 27/01)
  • Quantum Tutorial 4 (Print version) (uploaded 08/02)

    Exams and Quizzes:

  • Quiz 1 (uploaded 25/01. See page 2 for the answer key)
  • Minor 1 (with answer key and marking pattern)

    Miscellaneous:

    1. Students without a tutorial sheet in the class will be marked absent. (11/01)
    2. Quiz on 25/01/2011 is between 5:15 pm to 5:45 pm. Groups 1 through 5 in the Exhibition Hall, and groups 6-10 in WS213, 209, and 204 (if necessary).
    3. The minor results are out and it is nothing spectacular: the average is 32 and the standard deviation is 14. More interesting is the stem-leaf plot of the results, which is given below. You read this plot as follows. The first column is the frequency, that is the number of students with marks in a particular range. For example, there are 14 students with marks between 0 and 10, 28 between 10 and 20, and so on. This is followed by a number such as 1 | 02, which indicates that there are two students with marks 10 and 12. Here 1 is called the stem while 0 and 2 are called the leaves.

    n: 218
    14 0 | 04455668999999
    28 1 | 0112223333344456677888889999
    51 2 | 000000111111222222223444455556666666777888888889999
    56 3 | 00000001111222222223333333333444556666666777777788888999
    47 4 | 00000011111112233333334455556666667777788899999
    15 5 | 001233355567789
    07 6 | 0011247