Number Matrix: Find the pattern in rows, columns, and diagonals. Common patterns: arithmetic progression, geometric progression, squares, cubes.
Symbol/Letter Matrix: Each row/column contains each symbol/letter exactly once (Latin Square concept).
Missing Number Matrix: Apply row-rule or column-rule consistently.
Q1. In a matrix, row sums equal column sums. If row1=[3,5,?], total=12, missing value?
Q2. Matrix: [2,4,6] [?,8,10] [14,16,?]. Find missing values if each row increases by 2?
Q3. Number matrix: [1,4] [9,16] [25,?]. Next?
Q4. Matrix rows sum to same value. [5,3,2] [?,4,6] [7,?,1]. Row sum=10. Missing?
Q5. In a 3×3 matrix each element = row×col. Element at (3,4)?
Q6. Matrix pattern: [2,6,18] [4,12,36] [6,?,54]. Missing?
Q7. Symbol matrix: Each row uses △○□ once. Row1=△○□, Row2=○□△, Row3=?
Q8. Number series in matrix diagonal: [1,?,9,16]. Missing?
Q9. Matrix [3,6][12,?] where product of diagonals equal. Missing?
Q10. Odd one out row in matrix: [2,4,8] [3,9,27] [4,8,12] [5,25,125]