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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Coordinate Geometry
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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The straight line has equation
Find the gradient 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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Find the gradient of the straight line with equation
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is the point
and
is the point
.
Find the coordinates of the midpoint of the line .
(.................... , ....................)
How did you do?
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A is the point (7, 2) and B is the point (−5, 8).
Calculate the length of AB.
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A rhombus has a diagonal
where
is the point
and C is the point
Calculate the length
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The coordinates of P are and the coordinates of Q are
.
Calculate the length PQ.
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A is the point (2, 1) and B is the point (9, 4).
Find the length of AB.
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is the point
and
is the point
.
Calculate the length of
Find the co-ordinates of the midpoint of
( ..................... , ..................... )
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is the point
and
is the point
.
Find the length of .
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C is the point (8, 14).
Calculate the length of AC.
Find the co-ordinates of the mid-point of BC.
( ..................... , ......................)
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Calculate the length of AB.
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The graphs of and
intersect at A and B.
Find the length of AB.
AB = ................................................
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A triangle has vertices and
.
The coordinates of are (—3, —6)
The coordinates of are (1, 4)
The coordinates of are (5, —2)
is the midpoint of
.
is the midpoint of
.
Prove that is parallel to
.
You must show each stage of your working.
How did you do?
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The diagram shows a line joining to
.
The gradient of the line is 2
The length of the line is
Work out the coordinates of
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A straight line goes through the points () and (
), where
Find the gradient of the line.
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