## 11 Plus Nets of Cubes Spatial, Non-Verbal Reasoning Tests

Visuteach provides interactive online 11 plus nets of cubes spatial reasoning (spatial awareness) non-verbal reasoning questions in our nets of cubes membership packages. We have 80 nets of cubes questions made up of two types of questions:

• Nets to Cubes (48 questions)
• Partial Nets (32 questions)

## Video Explanations for Nets of Cubes and Partial Nets Questions

### Nets of Cubes 11 Plus Demo

Our nets of cubes package contains timed and untimed versions of the tests.
The demo below is an untimed test with answers after each question.

Nets of Cubes Demo (Untimed)

## 11 Plus Nets of Cubes Sample Paper Test

You can download and print out a pdf file of Visuteach’s sample nets of cubes test by clicking on the link below:

Visuteach 11 Plus Nets of Cubes Sample Paper Test

Alternatively, you can open the 11 plus spatial reasoning sample test below. The sample test below can be displayed in full screen mode by clicking on the Full Screen icon (which has has four small white diagonal arrows) on the toolbar at the bottom of the passage. To exit from full screen mode, you can click on the Full Screen icon or press the Esc key on your keyboard.

For mobile users, you can use pinch and zoom to enlarge the text.

The answers to the sample test are shown in the tabs below.

Which one of the four cubes can be made by folding the net?

For these questions, it is often difficult to spot the correct answer. Therefore, a good way to solve these questions is to eliminate the answers that are wrong. Look for the following types of errors on the cubes:

(i) opposite faces on the net appearing as two of the three (adjacent) faces on the cube
(ii) a shape that has been rotated or is pointing in the wrong direction
(iii) a shape that appears on the wrong face of the cube (e.g. a shape that should be on the left face appearing instead on the right face or top face)

Eliminate A because it is impossible to form this cube from the net since the faces of the net linked by the yellow arrow (shown in the figure below) are on opposite sides of the cube (i.e. they cannot be adjacent or touching faces as shown in A).

Eliminate B because the arrow on the top face should point towards the left face.

Eliminate C because the shape on the right face has been rotated. The arrow should point towards the top left corner of the right face.

The figure above shows the three pairs of opposite sides of the cube that would be formed by folding the net. The red arrow links one pair of opposite sides, the yellow arrow links another pair of opposite sides, and the green arrow links the other pair of opposite sides.

Which one of the four cubes can be made by folding the net?

For these questions, it is often difficult to spot the correct answer. Therefore, a good way to solve these questions is to eliminate the answers that are wrong. Look for the following types of errors on the cubes:

(i) opposite faces on the net appearing as two of the three (adjacent) faces on the cube
(ii) a shape that has been rotated or is pointing in the wrong direction
(iii) a shape that appears on the wrong face of the cube (e.g. a shape that should be on the left face appearing instead on the right face or top face)

Eliminate A because the arrow on the top face should point towards the shape on the right face.

Eliminate B because the shape on the left face should be on the right face and vice versa.

Eliminate D because it is impossible to form this cube from the net since the faces of the net linked by the green arrow (shown in the figure below) are on opposite sides of the cube (i.e. they cannot be adjacent or touching faces as shown in D).

The figure above shows the three pairs of opposite sides of the cube that would be formed by folding the net. The red arrow links one pair of opposite sides, the yellow arrow links another pair of opposite sides, and the green arrow links the other pair of opposite sides.

Which one of the four cubes can be made by folding the net?

For these questions, it is often difficult to spot the correct answer. Therefore, a good way to solve these questions is to eliminate the answers that are wrong. Look for the following types of errors on the cubes:

(i) opposite faces on the net appearing as two of the three (adjacent) faces on the cube
(ii) a shape that has been rotated or is pointing in the wrong direction
(iii) a shape that appears on the wrong face of the cube (e.g. a shape that should be on the left face appearing instead on the right face or top face)

Eliminate A because it is impossible to form this cube from the net since the faces of the net linked by the yellow arrow (shown in the figure below) are on opposite sides of the cube (i.e. they cannot be adjacent or touching faces as shown in A).

Eliminate C because the arrow on the top face should point away from the left face.

Eliminate D because it is impossible to form this cube from the net since the faces of the net linked by the red arrow (shown in the figure below) are on opposite sides of the cube (i.e. they cannot be adjacent or touching faces as shown in D).

The figure above shows the three pairs of opposite sides of the cube that would be formed by folding the net. The red arrow links one pair of opposite sides, the yellow arrow links another pair of opposite sides, and the green arrow links the other pair of opposite sides.

Which one of the four partial nets can be folded to make the cube on the left?

For these questions, it is often difficult to spot the correct answer. Therefore, a good way to solve these questions is to eliminate the answers that are wrong. Look for the following types of errors on the nets:

(i) nets which have shapes on what are opposite faces of the cube
(ii) nets which when folded into a cube have a shape which has been rotated or is pointing in the wrong direction
(iii) nets which when folded into a cube have a shape on the wrong face of the cube (e.g. a shape that should be on the left face appearing instead on the right face or top face)

Eliminate A because if you fold the net so that the crescent is on the top face, then the shape on the left face is rotated i.e. the arrow points in the wrong direction.

Eliminate B because the shapes linked by the yellow arrow (shown in the figure below) are on opposite faces.

Eliminate C because if you fold the net so that the arrow is on the left face, then the crescent on the top face is rotated.

In the figure above, one pair of opposite sides is linked by the yellow arrow(s), another pair of opposite sides is linked by the red arrow(s), and the other pair of opposite sides is linked by the green arrow(s).

Which one of the four partial nets can be folded to make the cube on the left?

For these questions, it is often difficult to spot the correct answer. Therefore, a good way to solve these questions is to eliminate the answers that are wrong. Look for the following types of errors on the nets:

(i) nets which have shapes on what are opposite faces of the cube
(ii) nets which when folded into a cube have a shape which has been rotated or is pointing in the wrong direction
(iii) nets which when folded into a cube have a shape on the wrong face of the cube (e.g. a shape that should be on the left face appearing instead on the right face or top face)

Eliminate A because if you fold the net so that the diagonal cross is on the top face, then the shape on the right face is rotated.

Eliminate B because if you fold the net so that the diagonal cross is on the top face, then the shape on the right face is rotated.

Eliminate C because the shapes linked by the yellow arrow (shown in the figure below) are on opposite faces.

In the figure above, one pair of opposite sides is linked by the yellow arrow(s), another pair of opposite sides is linked by the red arrow(s), and the other pair of opposite sides is linked by the green arrow(s).

Which one of the four partial nets can be folded to make the cube on the left?