Goal | Home Learning Link |
Count backwards and forwards in decimal numbers eg: 1.2, 1.3, 1.4; 6.43, 6.42, 6.41 | |
Identify the next decimal number 1.2, 1.3, ___. | |
Identify the decimal number before ____ 6.42, 6.43 | |
Order decimals to 3 decimal places : 0.379, 0.48, 0.8 | |
Know common equivalent fractions. eg: ½ = 50/100, ¼ = 25/100 | |
Order mixed fractions eg: 2/10, 1/2, 3/4, 5/3 | |
Know the groupings of tens, hundreds and thousands eg: 3 456 789 = 345 678 tens. | |
Round whole numbers and decimals to the nearest 1 or 1/10. eg: 0.47 ~ 0.5 | |
Recall all multiplication and division facts to 10 x 10 | |
Recall conversions between common fractions, decimals and percentages eg: 1/2 = 0.5 = 50% |
Continued decimals, fractions and division facts
Continued decimals, fractions and division facts
Goal | Home Learning Link |
Know divisibility rules for 2,3,5,9,10 eg: 245 = divisible by 5 as ones is a 5 | |
Know the square numbers and square roots to 100 | |
Identify factors of numbers to 100 eg: factors of 15 are 15, 1, 3, 5 | |
Find common multiples of numbers to 10 eg: cm of 3 & 7 is 21, 42, 63? | |
Understand what makes a Prime number | |
Apply known facts in problems with larger numbers | |
Instantly recall all division facts to 100 divided by 10 | |
Count forwards and backwards in thousandths 10 000 more/less than any number to a million | |
Complete a sequence from any whole number | |
Know how many 10s, 100s, 1000s are in 7-digit numbers | |
Know how many tenths or hundredths are in any number |
Home Learning Ideas
As well as the links to useful digital resources you can also use the following online resources to support your child’s maths development at home.
Our NZ Maths Curriculum has three areas that we teach:
Number Knowledge
Is the basic building blocks. Think of them like the foundations of a house. If a house does not have strong foundations, it will fall down. e.g., if a learner does not know that 5 + 5 = 10, they will struggle to answer a question like 25 + 15 = ?
Strategy
Strategy is how a learner solves a Maths problem, it is the walls of a house. When the have strong number knowledge, it is easier for them to solve problems. e.g., if they know that 20/4 = 5 they can figure out what what a quarter of 20 is.
Strand
Includes Measurement, Geometry, Statistics and Algebra. It is the roof of the house. Once learners are confident in solving problems using a strategy, they can apply them to real word problems. e.g., I have baked a cake for a birthday party. It is 60 x 30 cms. If I have 10 people to feed, how should I cut the cake so everyone gets an equal piece?