Properties of number: factors, multiples, squares and cubes

I can state the factors and multiples for different numbers and identify square and cube numbers.

I can use the multiplication tables to identify factors and multiples.

You can state what a multiple is and can list multiples of n and common multiples of 2 (or more) numbers.

I can identify and explain whether a number is or is not a multiple of a given integer.

I can identify and explain whether a number is or is not a multiple of a given integer.

I can identify and explain whether a number is or is not a multiple of a given integer.

I can identify and explain whether a number is or is not a multiple of a given integer.

I can explain the concept of squared and cubed numbers and calculate them.

I can explain the concept of square root and cube root and calculate them.

I can understand and use correct notation for positive integer exponents.

I can use the keys for squares and other powers and square root on a calculator.

I can state what a factor is and can identify factors of positive integers.

I can state the properties of a prime number and can identify prime numbers.

I can write any positive integer uniquely as a product of its prime factors.

I can evaluate a number written as a product of its prime factors.

I can use the prime factorisation of two or more positive integers to efficiently identify the highest common factor.

I can use the prime factorisation of two or more positive integers to efficiently find their lowest common multiple.

I can use the prime factorisation of two or more positive integers to efficiently find either the highest common factor or lowest common multiple, depending on the context of the question.

I can use my knowledge of factors, multiples, squares and cubes to solve problems.