Reflect the shape in line .

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Exam code: 8300
Reflect the shape in line .

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Reflect the below shape in the line .

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Draw the enlargement of the triangle by scale factor 3, centre .
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Shape is shown on the grid.

[2]
On the grid, enlarge shape by scale factor 3.
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Enlarge the rectangle using a scale factor of 3 and centre of enlargement .

[2]
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Describe fully the single transformation that maps
i) triangle onto triangle
,
[3]
ii) triangle onto triangle
,
[2]
iii) triangle onto triangle
.
[3]
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On the grid, draw the image of triangle after a reflection in the line
.
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The grid shows a point and four quadrilaterals,
and
.

Describe fully the single transformation that maps
i) shape onto shape
,
[2]
ii) shape onto shape
,
[2]
iii) shape onto shape
.
[3]
How did you do?
i) Write down the coordinates of the point .
[1]
ii) On the grid, draw the image of shape after an enlargement by scale factor 3, centre
.
[2]
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Describe fully the single transformation that maps
i) triangle onto triangle
,
[3]
ii) triangle onto triangle
,
[2]
iii) triangle onto triangle
.
[3]
How did you do?
On the grid, draw the image of triangle after a reflection in the line
.
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Describe fully the single transformation that maps shape onto shape
.
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The diagram shows four shapes and
.
Describe fully the single transformation that maps shape onto
i) shape ,
[3]
ii) shape ,
[2]
iii) shape .
[3]
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On the grid, draw the image of shape A after a translation by the vector
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The diagram shows two triangles, and
, and two points
and
.

i) Describe fully the single transformation that maps triangle onto triangle
.
[3]
ii) On the grid, draw the image of triangle A after a translation by the vector
[2]
iii) On the grid, draw the image of triangle after a rotation through 90° clockwise about (0, 0).
[2]
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Describe fully the single transformation that maps triangleonto triangle
.
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Describe fully the single transformation that maps triangle onto triangle
.
How did you do?
On the grid, draw the image of triangle after a translation by the vector
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On the grid, draw the image of triangle after a rotation of 180° about (2, 1).
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Describe fully the single transformation that maps
i) shape onto shape
,
[3]
ii) shape onto shape
,
[2]
iii) shape onto shape
.
[3]
How did you do?
On the grid, draw the image of shape after a reflection in the line
.
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Enlarge the shape by a scale factor of from the point
.

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Shape A and shape C are shown on the grid below.
Reflect shape A in the line
Label the image B.

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Describe fully the single transformation that maps shape B onto shape C.
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Describe fully the single transformation that maps
i) triangle onto triangle
,
[3]
ii) triangle onto triangle
,
[2]
iii) triangle onto triangle
.
How did you do?
On the grid, enlarge triangle by scale factor 0.5, centre (4, 0).
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On the grid, draw the image of
ia) triangle after a translation by the vector
,
[2]
ib) triangle after a reflection in the line
= 3.
[2]
ii) Describe fully the single transformation that maps triangle onto triangle
.
[3]
iii) Describe fully the single transformation that maps triangle onto triangle
.
[3]
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On the grid, draw the image of
ia) shape after an enlargement with scale factor
, centre ( 3 , -5 )
[2]
ib) shape after a reflection in the line
.
[2]
ii) Describe fully the single transformation that maps triangle onto triangle
.
[3]
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Triangles and
are shown on the grid.

Describe fully the single transformation that maps
i) triangle onto triangle
,
[3]
ii) triangle onto triangle
.
[3]
How did you do?
On the grid,
i) translate triangle by the vector
,
[2]
ii) reflect triangle in the line
= 1.
[2]
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Describe fully the single transformation that maps shape onto shape
.
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Describe fully the single transformation that maps shape onto shape
.
How did you do?
On the grid, draw the image of shape after a translation by the vector
.
How did you do?
On the grid, draw the image of shape after a reflection in the line
.
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The diagram shows four shapes and
and a point
on a 1cm2 grid.

Find
i) the perimeter of shape ,
............................................... cm [1]
ii) the area of shape .
..............................................cm2 [1]
How did you do?
i) Write down the co-ordinates of point .
[1]
ii) Find the co-ordinates of the image of point when
a) is reflected in the
-axis,
[1]
b) is reflected in the line
.
[2]
iii) Find the vector that translates point to the point ( 49, -12).
[2]
How did you do?
Describe fully the single transformation that maps
i) shape onto shape
,
[3]
ii) shape onto shape
.
[3]
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Describe fully the single transformation that maps the shaded quadrilateral onto
i) quadrilateral ,
[2]
ii) quadrilateral .
[3]
How did you do?
On the grid,
i) reflect the shaded quadrilateral in the line
[2]
ii) enlarge the shaded quadrilateral by scale factor , centre
[2]
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