1. ARITHMETIC
2. ALGEBRA
3. GEOMETRY
4. DATA ANALYSIS

1.1.1 The Integer Number Line

Integers

The set of Natural Numbers, represented with the symbol N, is the array of whole numbers starting from 1:

N = {1, 2, 3, 4, …}

If we include 0 (zero) and the negative natural numbers, then we have the set of Integers, represented with the symbol Z:

Z = {… -4, -3, -2, -1, 0, 1, 2, 3, 4 …}

Z can be represented as a 1D line graph, also named the Integer Number Line:

Fig 1: The Integer Number Line

Some Properties of Integers

① An integer is a number with no decimal or a whole number.

The negative integers extend from -1 all the way to -∞.

The positive integers extend from +1 up to +∞.

0 (zero) is the only integer neither positive nor negative.

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