OER Maths Textbook
Introduction
Use these assembled OER to see if you can master the CXC CSEC Specific Objectives for Number Thory.
Specific Objective 1
The CSEC Mathematics, Number Theory curriculum has a specific objective (#1) that students should be able to...
'distinguish among sets of numbers; Set of numbers: natural numbers {1, 2, 3, ...}, whole numbers {0, 1, 2, 3, ...}, integers {...-2, -1, 0, 1, 2, ...}, rational numbers (qp:p and q are integers, q ≠ 0), irrational numbers (numbers that cannot be expressed as terminating or recurring decimals, for example, numbers such as π and √2), the real numbers (the union of rational and irrational numbers); sequences of numbers that have a recognisable pattern; factors and multiples; square numbers; even numbers; odd numbers; prime numbers; composite numbers'.
In this module we have compiled a number of Open Education Resources (OER) to help you achieve this objective.
- CK-12 - Classify and order real numbers
- Open High School - Find factor pairs of given numbers
- OpenAlgebra - Real numbers and the number line
- CK-12 - Subsets of real numbers
- Open High School - Classifying real numbers
Specific Objective 2
The CSEC Mathematics, Number Theory curriculum has a specific objective (#2) that students should be able to...
'order a set of real numbers'.
In this module we have compiled a number of Open Education Resources (OER) to help you achieve this objective.
- CK-12 - Classify and order real numbers
- Open High School - Compare decimals
- Open High School - Order decimals
- Open High School - Order decimals from least to greatest
Specific Objective 3
The CSEC Mathematics, Number Theory curriculum has a specific objective (#3) that students should be able to...
'generate a term of a sequence given a rule; Sequences of numbers that have a recognisable pattern'.
In this module we have compiled a number of Open Education Resources (OER) to help you achieve this objective.
- Everything Maths - Number patterns
- OpenStax - Number patterns
- millaismath12 on YouTube - Generate a sequence given a rule