Free Finastra Spatial Reasoning Assessment Test Questions and Answers

Question 1

How would the 3D form seem from above?

Accepted Answer

A

Answer

When viewing a 3D form from above, you are essentially looking down on its top surface. Option A correctly represents the two-dimensional projection of the 3D shape as seen directly from a bird's-eye perspective. This means that the visible lines and contours in option A accurately depict the top-most features of the original object.

Question 2

What shape has the correct mirror image of the others?

Accepted Answer

A

Answer

A mirror image reverses an object across an axis, creating a symmetrical reflection. Option A is the only shape that presents a correct mirror image when compared to the implied original or other options. This means its features are flipped horizontally or vertically in a precise and accurate manner, unlike the other choices which may show rotations or incorrect transformations.

Question 3

Which of the given shapes, but in a different position, is the same 3D shape?

Accepted Answer

B

Answer

This question tests spatial reasoning, asking to identify the same 3D shape presented in a different orientation. Option B depicts the identical 3D shape as the original, merely rotated or repositioned in space. All its dimensions, angles, and features remain consistent with the initial figure, confirming it is the same object from a different viewpoint.

Question 4

Which of the following shapes would the net resemble if it were folded into a cube?

Accepted Answer

D

Answer

A net is a 2D pattern that can be folded along its edges to form a 3D shape. For a cube, the net must consist of six squares arranged in a specific configuration that allows them to fold up without overlapping or leaving gaps. Option D represents a valid net for a cube, typically a 'T' or 'cross' shape, which correctly forms a closed cube when folded.

Question 5

How many blocks in the illustration below are cubes?

Accepted Answer

52

Answer

To count the total number of cubes, you must count all visible cubes and infer any hidden cubes necessary to support the visible structure. By systematically counting layers and accounting for depth, the total number of individual cubic blocks in the illustration sums up to 52. This often involves visualizing the complete structure, including parts not directly seen.

Finastra Assessment Test Practice Test

Finastra Assessment Test Practice Test

Free Finastra Spatial Reasoning Assessment Test Questions and Answers