1st Exam was on 2/24 (Friday). Here are Exam
1 and its answer. 2nd Exam was on 4/18 (Wed).
Here are Exam
2 and its answer. Final exam: 1. We will have at
least 1 problem on either divergence theorem or Stokes theorem in the
final.
(the
old final did not have it, because there was not enough time to cover
such topics).
2.
Orthogonal and scalar projections (p.706-708, text) will not be in the
final.
1st
Exam
was
on
3/5
(Mon).
Here
are Exam
1 and its answer 2nd Exam was on 4/23 (Mon).
Here are Exam 2
and its answer. Final exam: There will be 6
questions. The weight of the exam will be on the later chapters,
especially the joint distribution.
For Chapters 1 and 2, we will concentrate of problems on coin tossing,
dice rolling and balls drawing.
Multinomial distribution (Section 1.5) may be in the exam, while
Section 1.6 will not.
For a binomial r.v., you need to remember its probability mass
function, expectation and variance.
For a Poisson r.v., you need to know its probability mass function.
A good source for review: re-do quizzes and exams 1 and 2, and the old
exams.
Material NOT in the exam: Section 1.6 and Poisson process.
formula
sheet: Likely you will not need these formulas
Research Interests
Differential Equations, Numerical Analysis, Cell motility model.
