Imagine you wanted to tell a friend exactly where your house is on a grid map of your estate. Saying "near the green" or "the third row" is not quite enough. How could you give your friend a set of directions so clear that they land on the right house every single time?
The illustration shows four points on the grid. Look at each co-ordinate pair and where its point sits.
Today we explore together: I will call out a co-ordinate pair, and one pupil will come up and plot it on the grid. The rest of the class watches the board and decides whether the point landed on the right address.
Remember our rule, along first, then up.
Take a sheet of pre-ruled grid paper and mark 0 to 8 along each axis. Then plot each of these points and label each one with its co-ordinate pair:
Today we work through these challenges together: first plot a single point, then plot three points that join up to make a triangle, then complete a square where three corners are already placed, and finally plot four points that make a square yourself. We will check each one before moving on.
Why must we always go along before up? What happens to (3, 4) if we read it the wrong way round and plot (4, 3) instead — do the two points land in the same place?
Next we stretch the grid below zero and to the left, splitting it into four quadrants so we can give addresses to points that go down and back as well as across and up.
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