Mensa IQ Visual Pattern Analysis Flashcards
7 cards from real MENSA practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.
Read the first 7 Mensa IQ Visual Pattern Analysis flashcards as text
A 3×3 matrix has shapes that grow larger from left to right and darker from top to bottom. The top-right cell has a large white shape. What belongs in the bottom-right cell?
Answer: A large black shape
Bottom row = darkest (black) and right column = largest, so the bottom-right cell holds a large black shape.
Each figure in a sequence is the previous figure reflected horizontally then a new element added to the right. Figure 1 has one vertical line. Figure 2 has a mirror image plus a second line. Figure 3 adds a third. How many vertical lines does Figure 5 contain?
Answer: 5
Each new figure adds one vertical line to the previous, so Figure 5 contains 5 vertical lines.
In a visual pattern, symbols are placed in a 4×4 grid such that no symbol repeats in any row or column (like a visual Sudoku with 4 symbols). Three symbols in a row are: star, diamond, circle. What is the fourth?
Answer: Triangle
With star, diamond, and circle already in the row, the only remaining symbol is triangle.
A clock-face pattern shows hands at 12:00, then 1:00, then 2:00, advancing by one hour each step. Which time appears 7th in the sequence?
Answer: 6:00
Starting at 12:00 and adding one hour per step, the 7th position is 12 + 6 = 6:00.
A pattern of overlapping shapes shows: two circles overlap creating 3 regions; three circles overlap creating 7 regions; four circles overlap creating ? regions (assuming maximum intersections).
Answer: 13
The maximum regions formula for n circles is n²–n+2, giving 4²–4+2 = 14. With max overlaps for 4 circles arranged generically the count is 13.
In a sequence of grids, each step one additional cell is shaded, moving in a spiral from the outer edge inward. A 3×3 grid has 9 cells total. At step 5, how many cells are shaded?
Answer: 5
One cell is added per step, so at step 5 exactly 5 cells are shaded.
A visual analogy: a cube drawn in 2D perspective has 12 edges visible. A tetrahedron drawn in 2D perspective shows 6 edges. An octahedron drawn in 2D perspective would show how many edges?
Answer: 12
An octahedron has 12 edges total, and when drawn in perspective all 12 edges are typically rendered (some hidden), matching the cube's count.