Multiply/Divide
29 Units, 47 Skills
Multiplication From Counting - Intro
Unit 1
Multiplication From Counting - Practice
Unit 2
Coin Math - Practice
Unit 3
Multiplication - Times Table to 10 - Intro
Unit 4
Multiplication of Integers - Intro
Unit 5
Coin Math - Multiplication Intro
Unit 6
Division of Integers - Intro
Unit 7
Long Division - Intro
Unit 8
Coin Math - Multiplication Practice
Unit 9
Long Division - Practice
Unit 10
Multiplication - Times Table to 13 - Practice
Unit 11
Multiplication - 1 and 2 Digit - Intro
Unit 12
Division 2 by 1 Digit
Unit 13
Multiplication - 1 and 2 Digit - Practice
Unit 14
Divisibility Rules - Intro
Unit 15
Order of Operations - Intro
Unit 16
Decimal Multiplication - Intro
Unit 17
Multiplication - 2 Digit
Unit 18
Decimal Division - Intro
Unit 19
Division 3 by 1 Digit
Unit 20
Digits and Divisibility - Intro
Unit 21
Multiplication - 2 and 3 Digit
Unit 22
Order of Operations - Practice
Unit 23
Decimal Multiplication - Practice
Unit 24
Decimal Division - Practice
Unit 25
Order of Operations - Advanced
Unit 26
Division 3 by 2 Digit
Unit 27
Decimal Multiplication - Advanced
Unit 28
Decimal Division - Advanced
Unit 29
This math unit begins with practice on basic divisibility rules, where students learn to determine if one number is divisible by another. The unit explores these rules through various difficulty levels, progressively increasing the depth of understanding required. Initially, the focus is on simple yes/no applications of divisibility, using different conditions to familiarize students with the concept in straightforward scenarios. The difficulty level then advances with medium complexity tasks that require a deeper comprehension of divisibility rules. As the unit progresses, students delve into prime factorization—distinguishing whether a number is a factor of other numbers by analyzing their prime factors in both values and variables. This segment of the unit emphasizes understanding the factorization, identification of common factors, and engagement with the greatest common factor (GCF). It culminates with targeted practice on determining if integers are common factors of pairs of numbers, consolidating students' skills in prime factorization, and providing a foundational understanding of factor relations vital for higher-level mathematics.
Skills you will learn include:
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