You already know how to plot points that go right and up. But a coordinate grid does not stop at zero. The two lines cross at zero and carry on in every direction, so a point can go left as well as right, and down as well as up.
What do you think a point like (−3, 4) means? Which way would each number send it?
You already know the first quadrant: right along, then up. Now the grid runs the other way too, and the two axes cut it into four regions. Notice which way each minus sign pushes a point, and what happens when a coordinate is zero.
Today we plot these points together, one at a time: (4, −1), then (−3, 4), then (1, 3), then (−5, −2). Say which way each minus sends the point before it lands, and name the quadrant number it belongs to.
In your maths copy, sketch a four-quadrant grid with each axis running from −5 to +5. Then plot each of today's points on it, one at a time:
Label each point with its (x, y) pair and write the quadrant number beside it.
Take turns at the board to plot each called point. Before each one, predict which quadrant number it will land in, then check.
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