Here is a centimetre grid.
Write down the coordinates of point .
On the grid, mark with a cross the point with coordinates
Label this point .
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Here is a centimetre grid.
Write down the coordinates of point .
On the grid, mark with a cross the point with coordinates
Label this point .
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Points and are marked on the grid below.
Write down the coordinates of the midpoint of .
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On the grid, mark with a cross the point
Label the point .
Write down the gradient of the line that passes through the points and .
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Find the gradient of line.
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The diagram shows a point and a line .
Write down the co-ordinates of point .
Find the gradient of line .
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is the point with coordinates .
is the point with coordinates .
The gradient of the line is .
Work out the value of .
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The point has coordinates (2, 3).
The point has coordinates (6, 8).
is the midpoint of the line .
Find the coordinates of .
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Point has coordinates (5, 8)
Point has coordinates (9, –4)
Work out the gradient of .
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The point has coordinates (5, −4)
The point has coordinates (13, 1)
Work out the coordinates of the midpoint of .
Line has equation
Write down the gradient of line .
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is (2, 13) and is (10, 1)
Circle the midpoint of .
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is (4, 9) and is (–2, 1)
Circle the midpoint of .
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Work out the gradient of the straight line through (–2, 3) and (1, 9)
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The coordinates , and are such that is a straight line.
The coordinates of are
The coordinates of are
Given that , find the coordinates of .
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Find the gradient of the straight line with equation .
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The diagram shows an octagon
and are lines of symmetry.
Work out the coordinates of point .
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A straight line is drawn on the centimetre grid.
Fay assumes that the scale is 1 cm represents 1 unit.
Use her assumption to work out the gradient of the line.
In fact, the scale is 1 cm represents 2 units.
Which statement is correct?
Tick one box.
The answer to part (a) is too big
The answer to part (a) stays the same
The answer to part (a) is too small
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is the point (—1, 2)
is the point (7, 5)
Find the coordinates of the midpoint of .
is the point (—4, 4)
is the point (1, —5)
Find the gradient of .
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Point has coordinates (5, 7).
Point has coordinates (1, 2.5).
Point is the midpoint of the line .
Find the coordinates of point .
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Point has coordinates
Point has coordinates
The midpoint of has coordinates
Find the value of and the value of .
a = ................................................
b = ................................................
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