Finastra Assessment Test Finastra Spatial Reasoning Assessment 5

Question 1

A cube net is unfolded into a T-shape with 4 squares in a row and 1 square on each side of the second square from the left. Which two squares in the net will be opposite faces when folded?

Accepted Answer

The two end squares of the row

Answer

In a T-net, the squares at both ends of the horizontal strip fold to become opposite faces of the cube.

Question 2

A large equilateral triangle is divided into 4 equal smaller equilateral triangles. The pattern alternates shading: shaded, unshaded, shaded, unshaded. If you double the size of the large triangle (now divided into 16 small triangles), how many small triangles are shaded using the same alternating rule?

Accepted Answer

8

Answer

With 16 small triangles following an alternating pattern, exactly half (8) will be shaded.

Question 3

Looking at a 3D block structure, you count 5 cubes from the front view and 3 cubes from the side view. What is the MINIMUM number of unit cubes needed to build this structure?

Accepted Answer

5

Answer

The minimum is determined by the maximum of the two view dimensions — cubes can be shared between views, so the minimum is at least 5 (the larger view count).

Question 4

A semicircle is rotated 360° around its diameter. What 3D solid is formed?

Accepted Answer

A sphere

Answer

Rotating a semicircle 360° around its diameter sweeps out a complete sphere.

Question 5

In a spatial pattern test, the 'odd one out' rule: three of four objects can be transformed into each other through rotation alone. A square rotated 90° looks the same; which shape would be the odd one out if mixed with three rotated squares?

Accepted Answer

A rectangle

Answer

A rectangle changes apparent proportions when rotated 90°, unlike a square which looks identical at 90° increments.

Finastra Assessment Test Practice Test

Finastra Assessment Test Practice Test

Finastra Assessment Test Finastra Spatial Reasoning Assessment 5