MATH 1050-04 Instructor: Tony Lam Email:

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MATH 1050-04
Instructor: Tony Lam
Email: lam@math.utah.edu
This calendar is modeled from previous math 1050 courses, and therefore a tentative schedule. Last revised on
August 23.
In an effort to save paper, the full syllabus and all class correspondences will be done with Canvas.
To access Canvas, open https://utah.instructure.com/login and use your mypage login.
Monday
Aug 25th
Introduction, Sets
& Numbers
Tuesday
Aug 26th
Sets & Numbers
Wednesday
Aug 27th
Rules for Numbers
Thursday
Aug 28th
Sep 1st
Labor Day
No Classes
Sep 8th
Sums and Series
Sep 2nd
Sequences
Sep 4th
Sep 15th
More on Functions
Sep 16th
Intro to Graphs
Sep 3rd
Sequences, Sums
and Series
Sep 10th
Counting I,
Counting II
Sep 17th
Intro to Graphs
Sep 22nd
Graph
Transformations
Sep 29th
Inverse Functions
Sep 23rd
Inverse Functions
Sep 24th
Exam 1 Review
Sep 25th
Sep 30th
Inverse Functions,
n-th Roots
Oct 1st
n-th Roots
Oct 2nd
Oct 3rd
Basics of
Polynomials
Oct 6th
Division
Oct 7th
Division, Roots
and Factors
Oct 8th
Roots and Factors,
Constant and
Linear Polynomials
Oct 9th
Oct 10th
Constant and
Linear
Polynomials,
Quadratic
Polynomials
Oct 13th
Fall Break
No Classes
Oct 20th
Quadratic
Polynomials
Oct 14th
Fall Break
No Classes
Oct 21st
Factoring
Polynomials
Oct 15th
Fall Break
No Classes
Oct 22nd
Factoring
Polynomials
Oct 16th
Fall Break
No Classes
Oct 23rd
Oct 17th
Fall Break
No Classes
Oct 24th
Graphing
Polynomials
Oct 27th
Exponential
Functions
Nov 3rd
Exponential
Functions
Oct 28th
Exam 2 Review
Oct 29th
Exam 2 Review
Oct 30th
Oct 31st
Exam 2
Nov 4th
Exponential
Functions
Nov 5th
Rational Functions
Nov 6th
Nov 7th
Rational
Functions.
Logarithms
Nov 10th
Logarithms
Nov 11th
Exponential and
Logarithmic
Equations,
Piecewise Defined
Functions
Nov 12th
Piecewise Defined
Functions
Nov 13th
Nov 14th
Linear Equations
in Two Variables
Sep 9th
Counting I
Friday
Aug 29th
Solving Some
Simple Equations,
Functions
Sep 5th
Sums and Series
Sep 11th
Sep 12th
Counting II
Sep 18th
Sep 19th
Graph
Transformations
Sep 26th
Exam 1
Monday
Nov 17th
Substitution
Tuesday
Nov 18th
Exam 3 Review
Wednesday
Nov 19th
Exam 3 Review
Thursday
Nov 20th
Friday
Nov 21st
Exam 3
Nov 24th
Linear Equations
in Three Variables
Dec 1st
Vectors & Scalars
Nov 25th
Rows & Columns
Dec 2nd
2 × 2 Matrices
Nov 26th
In-class Office
Hours
Dec 3rd
3 × 3 Matrices
Nov 27th
Thanksgiving Day
No Classes
Dec 4th
Dec 8th
Matrix Equations
Dec 9th
Final Exam
Review
Dec 10th
Final Exam
Review
Dec 11th
Nov 28th
Thanksgiving Day
No Classes
Dec 5th
Determinants and
Inverse Matrices
Dec 12th
Final Exam
Review
Final Exam: Tuesday December 16; 1:00 - 3:00 PM
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