4th Grade Multiples Interactive Videos

The educational content covers key concepts of factors and multiples within number theory. Learners will engage in exercises that enhance their ability to identify factors and multiples, thereby improving their comprehension of number relationships and arithmetic reasoning.

Explore the principles of multiples and factors in mathematics, focusing on enhancing understanding through targeted questions and exercises. Students will identify multiple sequences and factor pairs, which will boost their numerical reasoning and problem-solving skills.

Explore the fundamental concepts of multiplication and division, focusing on understanding multiples and factors. Strengthening abilities in calculating products and identifying factors of numbers enhances mathematical proficiency.

Explore the fundamentals of number theory by focusing on the divisibility rules for 2, 3, and 6. Learners will cultivate the ability to identify divisibility efficiently and gain a deeper understanding of number divisibility principles, thereby enhancing mathematical problem-solving and critical thinking abilities.

Explore fundamental concepts of factors and multiples through engaging questions and illustrations, helping learners identify factor pairs and understand the progression of multiples. This approach aims to enhance multiplication and division skills.

Enhance mathematical problem-solving skills by identifying and computing factors and multiples. This exploration focuses on foundational concepts, enabling learners to deepen their understanding and proficiency in mathematics.

Explore the concepts of multiples and divisors, examining their unique characteristics and interplay within number theory. Learners will develop the ability to identify, calculate, and distinguish these fundamental numerical concepts, thereby enhancing problem-solving skills and mathematical comprehension.

Explore the foundational concepts of multiples and factors to build a solid understanding of number theory. Develop the ability to identify and distinguish multiples from factors, enhancing mathematical problem-solving skills.

Explore the foundational concepts of factors and multiples in number theory, focusing on methods and mnemonic devices for differentiation. Gain proficiency in identifying factors and multiples to enhance mathematical problem-solving skills and comprehension.

Explore foundational concepts in mathematics such as factors and multiples, focusing on their significance and application. Learn to identify factors and multiples, calculate the Lowest Common Multiple (LCM) and Highest Common Factor (HCF), and apply these skills to solve problems efficiently.

Learn to explore the concept and techniques of finding factors and multiples with a focus on numbers like 9 and 16. Apply mathematical principles to discover and verify factor pairs, enhancing understanding of number theory and arithmetic operations.

Focuses on fundamental arithmetic concepts, highlighting the definitions and properties of factors and multiples. Facilitates the identification of factors and multiples and their practical applications in solving mathematical problems, enhancing foundational mathematics skills.

Exploration of factors, multiples, composite and prime numbers fosters a foundational understanding in number theory. Learners will develop the skills to identify and classify various types of numbers, thereby enhancing mathematical reasoning and problem-solving abilities.

Explore the concept of multiples, focusing on identifying and understanding them within basic mathematics. Develop skills in recognizing multiples of numbers such as 8 and 9, and learn to differentiate between multiples and factors.

Focus on comprehending factors and multiples along with distinguishing between prime and composite numbers in number theory. Learners will gain skills to identify factors and prime numbers, and efficiently find multiples.

Focuses on the concept of multiples by identifying and understanding numbers as products of multiplication. Learners will develop the ability to recognize multiples, apply skip counting, and solve multiplication problems, thereby enhancing arithmetic proficiency.

Understand the rules that govern the divisibility of numbers, focusing on the key divisors 2, 5, and 10. Develop skills in identifying multiples and enhance problem-solving abilities to determine divisibility without encountering remainders.

Understanding the foundational elements of number theory involves exploring prime numbers and their factors, as well as calculating multiples, particularly of 59 and 19. Learners will gain skills in identifying prime numbers, listing their factors, and computing multiples, which enhances comprehension of mathematical principles related to number theory.

Students will learn how to use divisibility rules to identify multiples of 4 and 7, gaining the ability to apply these mathematical principles to solve problems effectively and recognize patterns within numbers.

Explore the mathematical principles of division and number theory to determine days of the week from numerical data. Develop a deeper understanding of division remainders and numerical sequences, and examine how multiples impact practical applications. Enhance skills in mathematical reasoning and problem-solving related to time and calendar calculations.