Question 1

Reflect shape A on the mirror line shown. What are the new coordinates in the reflected shape of the point M?

Accepted Answer

(2,1)

Answer

(2,5)

Answer

(2,0)

Answer

(5,2)

Question 2

What is the reflection line shown in this picture?

Accepted Answer

y=3

Answer

y=5

Answer

x=0

Answer

x=3

Question 3

Describe fully the single transformation that maps shape P to shape Q.

Accepted Answer

Reflection in the line

x = 4.5

Answer

Reflection in the line

x = 4.5

Answer

Reflection in the line

x = 4.5

Answer

Reflection in the line

x = 4.5

Question 4

What transformation that maps shape P to shape R?

Accepted Answer

Translation

Answer

Rotation

Answer

Reflection

Answer

Enlargement

Question 5

A point

x = 4.5

with coordinates

(1, 2)

is rotated

180 \degree

about the origin to a point

P

. What are the coordinates of the point

P

?

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 6

Describe the rotation that maps shape

x = 4.5

to shape

(1, 2)

Accepted Answer

Rotation of

x = 4.5

about

(1, 2)

Answer

Rotation of

x = 4.5

about

(1, 2)

Answer

Rotation of

x = 4.5

about

(1, 2)

Answer

Rotation of 180° about (3, 4)

Question 7

Triangle P is rotated

x = 4.5

anticlockwise about the point

(1, 2)

onto one of the other triangles in the grid. Which triangle is it?

Accepted Answer

T

Answer

S

Answer

U

Answer

R

Question 8

What is the column vector that represents the translation ‘three squares to the left and four squares up’.

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 9

Using a suitable column vector, describe the transformation that maps shape A to shape B in the grid below.

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 10

Using a suitable column vector, describe the transformation that maps shape B to shape C in the grid below.

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 11

Which shape is an enlargement of shape A?

Accepted Answer

Shape C

Answer

Shape D

Answer

None of them

Answer

Shape B

Question 12

Describe fully the transformation that maps rectangle ABCD onto rectangle A’B’C’D’ in the
grid shown.

Accepted Answer

Enlargement by scale factor 3 with centre of enlargement
(–2, 0)

Answer

Enlargement by scale factor 3 with centre of enlargement
(0, 0)

Answer

Enlargement by scale factor 2 with centre of enlargement
(–2, 0)

Answer

Enlargement by scale factor 3 with centre of enlargement (2, 0)

Question 13

Which shape is congruent to the first shape?

Accepted Answer

B

Answer

D

Answer

A

Answer

C

Question 14

What is the reason (SSS, SAS, ASA or RHS) for why this pair of triangles is congruent.

Accepted Answer

RHS

Answer

SSS

Answer

SAS

Answer

ASA

Question 15

What is the reason (SSS, SAS, ASA or RHS) for why this pair of triangles is congruent.

Accepted Answer

SSS

Answer

ASA

Answer

SAS

Answer

RHS

Question 16

What is the reason (SSS, SAS, ASA or RHS) for why this pair of triangles is congruent.

Accepted Answer

SAS

Answer

SSS

Answer

RHS

Answer

ASA

Question 17

The two triangles ABC and FED are congruent. Write the length of DF.

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 18

The two triangles ABC and FED are congruent. Write the size of angle CAB.

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 19

Which rectangle is similar to the first rectangle?

Accepted Answer

C

Answer

B

Answer

D

Answer

A

Question 20

These two triangles are similar. Work out the length

x = 4.5

. Diagrams not to scale

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 21

These two triangles are similar. What is the scale factor?

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Question 22

In the diagram, EB is parallel to DC. ABE and ACD are similar triangles. AC

x = 4.5

AB and AE=

(1, 2)

Work out the length of ED.

Accepted Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

Answer

(–1, –2)

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