Year 4 Multiplication Curriculum

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National Curriculum Programme of Study;
Y4
recall multiplication and division facts for
multiplication tables up to 12 x 12
multiply two-digit and three-digit numbers by
Multiplication
a one-digit number using the formal written
layout
solve problems involving multiplying and
adding, using the distributive law to multiply
integer
two-digit numbers by one digit,
scaling problems and harder
correspondence problems such as n
objects are connected to m objects
solve problems, including missing
number problems, involving
BY THE END OF YEAR 4…
multiplication and division, including
positive integer scaling problems and
By the end of Year 4, children will be able to show their understanding as;
correspondence problems in which n
.
objects are connected to m objects
3 4 2
show that multiplication of two numbers can
be done in any order (commutative).
x
7
solve problems involving multiplication and
Compact column written
division, using materials, arrays, repeated
2 3 9 4
method for multiplication
addition, mental methods, and multiplication
and division facts, including problems in
2
1
contexts.
Following on from Year 3…
Expanded column method for multiplication (TU x U)
3 6
The expanded column method for
multiplication should only be introduced
x
7
once children are secure with the grid
method detailed in Year 3. They should
4 2
be able to explain the structure of the grid
and how it helps to find the answer to the
2 1 0
multiplication calculation.
2 5 2
The column notation should be shown alongside the same example represented as a grid (and
even an array), enabling the children to see the similarities. Model the expanded column
method, paying particular attention to the value of the digits involved, and showing where the
same part appears in the grid method.
Compact column method for multiplication (TU x U)
Once confident with the expanded column method for multiplication, and
3 6
showing considerable conceptual understanding, children can progress
towards the compact method.
x
7
As at all earlier stages, this should be introduced alongside the previous
2 5 2
expanded method, enabling children to understand the positioning of
numbers, reducing the need to teach a ‘process’.
4

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