Calculus Notes
Kai Hormann
Faculty of Informatics
University of Lugano
1
Numbers
1.1
Natural Numbers
Definition 1.1. We denote the set of natural numbers by := cfw_1, 2, 3, . . . .
Principle of Induct
1
Professor Hormann
Calculus
25 September 2012
Assignment #1
Exercise 1.
Match
Poland (W) vs. Albania (L)
Norway (Tie) vs. Poland (Tie)
Norway (W) vs. San Marino (L)
Germany (W) vs. Switzerland (L)
Sw
Calculus Notes
Kai Hormann
Faculty of Informatics
University of Lugano
1
Numbers
1.1
Natural Numbers
Definition 1.1. We denote the set of natural numbers by := cfw_1, 2, 3, . . . .
Principle of Induct
Calculus Notes
Kai Hormann
Faculty of Informatics
University of Lugano
1
Numbers
1.1
Natural Numbers
Definition 1.1. We denote the set of natural numbers by := cfw_1, 2, 3, . . . .
Principle of Induct
Calculus Notes
Kai Hormann
Faculty of Informatics
University of Lugano
1
Numbers
1.1
Natural Numbers
Definition 1.1. We denote the set of natural numbers by := cfw_1, 2, 3, . . . .
Principle of Induct