Why do this
problem?
This problem will help children to build and recognise table
structure and at the same time it will reinforce the names of some
common 2D shapes.
Possible approach
You could start by having a 2 by 2 table on the board, which
might just have red and blue, for example, and circles and squares.
Cut out large cardboard shapes: a red circle, a blue circle, a red
square and a blue square. Alternatively, you could prepare an
interactive whiteboard slide with the table already drawn and four
shapes to drag.
Without showing them the shapes you have prepared, ask
children to talk about the empty table in pairs to see if they can
work out what it might mean. As they share their thoughts, draw
attention to the rows and columns so that they understand the
structure of a table. They could then suggest where the four shapes
would go. Learners could then try the problem itself in pairs,
perhaps using
this sheet
.
Bring them together to talk about their solution (you may like
to have a large version displayed on the board). Invite some pairs
to explain how they went about filling in the table. Of course they
will not have necessarily added shapes in the same order and you
could focus on the fact that there are many different ways of doing
it. There may be some discussion about whether, for example, all
the triangles have to be exactly the same shape and size, and just
differ in colour. Some children might argue that the triangle
picture in the row heading means any triangle.
Key questions
What shapes will go in this row?
What colour shapes will go in this column?
What will go in this box?
Possible extension
A challenging extension to this problem would be the
Teddy Town investigation.
Possible support
You may wish to provide pictures of the missing shapes for
some children.
This
sheet has the grid on it with the missing shapes underneath,
which children could cut out and place in the boxes.
Published June 2000,March 2004,April 2004,January 2009.