ReasoningAbility.com

Matrix Transformation Advanced Hard: Worksheet 6 - Intermediate-Advanced Practice Matrix Transformation Advanced Hard INTERMEDIATE ADVANCED

Ready to master Matrix Transformation Advanced Hard? This timed practice ⚡ worksheet (6/10) presents 20 intermediate-advanced-level challenges. Focus area: speed building. Learn to solve matrix transformation advanced hard tricks, handle matrix transformation advanced hard shortcut methods, and perfect matrix transformation advanced hard bank exam questions with our step-by-step solutions.

📝 Worksheet 6 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate Advanced level

What you'll learn in this worksheet:
Your progress through Matrix Transformation Advanced Hard
Worksheet 6 of 10 (55% complete)

Question 1

Input Matrix: 77 1 29 53 44 32 28 91 57 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
77 1 29
53 44 32
28 91 57 → 77 54 101 123 57

Question 2

Input Matrix: 10 28 86 11 56 93 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
10 28 86
11 56 93 → 10 39 142 93

Question 3

Input Matrix: 98 91 53 85 9 41 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
98 91 53
85 9 41 → 53 91 98
41 9 85

Question 4

Input Matrix: 65 45 83 15 15 19 62 45 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
65 45 83 15
15 19 62 45 → 15 83 45 65
45 62 19 15

Question 5

Input Matrix: 36 92 97 39 45 78 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
36 92 97
39 45 78 → 39 45 78
36 92 97

Question 6

Input Matrix: 13 4 85 27 57 78 36 74 17 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
13 4 85
27 57 78
36 74 17 → 85 4 13
78 57 27
17 74 36

Question 7

Input Matrix: 7 17 65 28 66 92 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
7 17 65
28 66 92 → 7 45 131 92

Question 8

Input Matrix: 44 91 78 55 14 92 38 54 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
44 91 78 55
14 92 38 54 → 14 92 38 54
44 91 78 55

Question 9

Input Matrix: 97 17 31 13 77 39 29 53 14 23 20 63 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
97 17 31 13
77 39 29 53
14 23 20 63 → 14 77 97
23 39 17
20 29 31
63 53 13

Question 10

Input Matrix: 2 26 41 23 32 79 18 8 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
2 26 41 23
32 79 18 8 → 23 41 26 2
8 18 79 32

Question 11

Input Matrix: 97 5 90 11 88 31 53 5 96 82 13 17 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
97 5 90 11
88 31 53 5
96 82 13 17 → 97 93 217 146 18 17

Question 12

Input Matrix: 87 77 7 41 93 31 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
87 77 7
41 93 31 → 41 87
93 77
31 7

Question 13

Input Matrix: 51 63 52 44 36 23 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
51 63 52
44 36 23 → 51 44
63 36
52 23

Question 14

Input Matrix: 25 68 50 3 74 64 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
25 68 50
3 74 64 → 25 71 124 64

Question 15

Input Matrix: 89 30 28 98 99 53 24 84 4 20 45 94 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
89 30 28 98
99 53 24 84
4 20 45 94 → 89 129 85 142 129 94

Question 16

Input Matrix: 29 42 14 87 26 14 97 50 84 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
29 42 14
87 26 14
97 50 84 → 97 50 84
87 26 14
29 42 14

Question 17

Input Matrix: 28 8 3 16 67 51 89 27 19 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
28 8 3
16 67 51
89 27 19 → 89 27 19
16 67 51
28 8 3

Question 18

Input Matrix: 18 79 63 71 11 56 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
18 79 63
71 11 56 → 18 71
79 11
63 56

Question 19

Input Matrix: 80 97 98 65 60 53 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
80 97 98
65 60 53 → 65 60 53
80 97 98

Question 20

Input Matrix: 31 81 3 4 43 93 98 96 39 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
31 81 3
4 43 93
98 96 39 → 98 4 31
96 43 81
39 93 3
Previous Worksheet Next Worksheet