Date: July 8, 2016
Name:
Instructor: Ivan Avramidi
MATH 352: Basic Concepts of Mathematics
Summer 2016
TEST 2
You may use definitions, propositions, theorems and lemmas
from the main text as well as the basic properties of the real numbers.
Every other st
The Shortest Introduction to LATEX
Ivan G. Avramidi
New Mexico Tech
Socorro, NM
1
Basics
You can make the simplest LATEXdocument as follows. Open a plain text
editor like Word or Notepad, open a new file and type
\documentclasscfw_article
\begincfw_docume
Date: June 24, 2016
Name:
Instructor: Ivan Avramidi
MATH 352: Basic Concepts of Mathematics
Summer 2016
TEST 1
You may use definitions, propositions, theorems and lemmas
from the main text as well as the basic properties of the real numbers.
Every other s
Lecture Notes 1
Basic Concepts of Mathematics
MATH 352
Ivan Avramidi
New Mexico Institute of Mining and Technology
Socorro, NM 87801
June 3, 2004
Author: Ivan Avramidi; File: absmath.tex; Date: June 11, 2007; Time: 15:24
1
Textbook: R. J. Bond and W. J. K
What Do Mathematicians Do?
http:/sps.nus.edu.sg/~limchuwe/articles/maths.html
What Do Mathematicians Do?
By Professor A J Berrick
Department of Mathematics
National University of Singapore
Note: This article was first published in the October 1999 issue o
Lab 2 answer sheet
2 a)
Directly retrieved from the website, since they already have one:
http:/climate.weather.gc.ca/climate_data/generate_chart_e.html?hlyRange=2011-1017%7C2016-05-14&dlyRange=2011-10-20%7C2016-05-14&mlyRange=
%7C&StationID=49490&Prov=AB
Date:
July 15, 2016
Instructor: Ivan Avramidi
Name:
MATH 352: Basic Concepts of Mathematics
Summer 2016
TEST 31
Due date: July 20, 2016
1
You may use definitions, propositions, theorems and lemmas. from the main text as well as the basic properties
of the
Math 352 Sample Test 3 Spring 2016
Mingji Zhang
Show all your work for full credit. The textbook, lecture notes, and electronic devices with symbolic computing capacity are NOT allowed.
1. Show that there is no integer n such that 2 < n < 3.
2. Show that
Math 352 Sample Test 2 Spring 2016
Mingji Zhang
Show all your work for full credit. The textbook, lecture notes, and electronic devices with symbolic computing capacity are NOT allowed.
1. Let A and B be sets and X and Y be subsets of A. Let f : A B be a