Math 201 Quiz 1 Long Sample I
N. Nahlus
Name: .
I.D
.
In computing limits, you may skip the following
1) certain justifications if they are well-known.
2) In LCT, IF you are sure that L=1, write L=1 & skip its proof.
Investigate = Investigate for converge
Math 201 Quiz 1 Long Sample I
Kamal Aziziheris
Name: .
I.D
.
In computing limits, you may skip the following
1) certain justifications if they are well-known.
2) In LCT, IF you are sure that L=1, write L=1 & skip its proof.
Investigate = Investigate for c
Additional problems from previous quizzes (Math 201 quiz2)
Prof. H. Abu-Khuzam
1. Let
f(x,y)= .
At what points (x,y) is the function f continuous? Explain
2. Show that does not exist
3. Find the first four terms of the binomial series for the function .
4
Math 201
Practice Problems for Quiz I
1) Find the following limits. Justify your answer.
2) Investigate convergence/divergence of the following series
Warning: The big hints/tricks below will not be given on the Quiz (but very easy to remember!)
f)
(Warni
Math 201,
Quiz II: NEW Double Sample
K. Aziziheris & N. Nahlus (2013)
1) Let , = 9 2 2
b) From definitions, show that (0, 0) = 0 = (0, 0)
c) Prove that f is differentiable at (0, 0)
d) sketch the graph of z = 9 2 2 (upper sphere)
a) Find the domain of f a
ITIS 1P97: Data Analysis
and Business Modelling
Midterm Review
Midterm Review
1
Midterm Exam
Date Saturday October 22, 2016
at 1200 (12:00 PM)
at 1000 (10 AM) room TH147 those who have a
conflict (who are writing another exam at 12 PM)
Length 2 hours