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Matrix Transformation Advanced Hard - Absolute-Beginner Level: core concept mastery Matrix Transformation Advanced Hard ABSOLUTE BEGINNER

This skill primer 🌟 worksheet focuses on Matrix Transformation Advanced Hard - a key topic in Input Output. You'll solve 20 absolute-beginner-level problems (Worksheet 1 of 10). The primary focus is on core concept mastery. Master matrix transformation advanced hard problems, matrix transformation advanced hard reasoning questions, and matrix transformation advanced hard practice through systematic practice.

📝 Worksheet 1 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Absolute Beginner level

What you'll learn in this worksheet:
Your progress through Matrix Transformation Advanced Hard
Worksheet 1 of 10 (0% complete)

Question 1

Input Matrix: 60 17 46 43 34 60 59 41 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
60 17 46 43
34 60 59 41 → 34 60
60 17
59 46
41 43

Question 2

Input Matrix: 70 48 71 52 15 12 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
70 48 71
52 15 12 → 70 100 86 12

Question 3

Input Matrix: 31 52 65 24 44 10 58 76 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
31 52 65 24
44 10 58 76 → 44 31
10 52
58 65
76 24

Question 4

Input Matrix: 53 32 46 88 79 28 11 81 69 64 60 43 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
53 32 46 88
79 28 11 81
69 64 60 43 → 69 79 53
64 28 32
60 11 46
43 81 88

Question 5

Input Matrix: 10 80 45 37 86 49 63 15 33 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
10 80 45
37 86 49
63 15 33 → 45 80 10
49 86 37
33 15 63

Question 6

Input Matrix: 91 10 56 14 12 79 58 56 33 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
91 10 56
14 12 79
58 56 33 → 91 24 126 135 33

Question 7

Input Matrix: 27 35 52 26 64 80 71 21 77 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
27 35 52
26 64 80
71 21 77 → 27 26 71
35 64 21
52 80 77

Question 8

Input Matrix: 29 7 69 32 57 70 27 73 66 85 58 11 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
29 7 69 32
57 70 27 73
66 85 58 11 → 66 57 29
85 70 7
58 27 69
11 73 32

Question 9

Input Matrix: 30 31 27 1 62 54 14 8 42 30 29 65 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
30 31 27 1
62 54 14 8
42 30 29 65 → 30 93 123 45 37 65

Question 10

Input Matrix: 95 6 98 23 90 54 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
95 6 98
23 90 54 → 98 6 95
54 90 23

Question 11

Input Matrix: 91 69 66 29 24 83 56 82 27 43 68 94 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
91 69 66 29
24 83 56 82
27 43 68 94 → 29 66 69 91
82 56 83 24
94 68 43 27

Question 12

Input Matrix: 30 27 20 20 12 82 17 97 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
30 27 20 20
12 82 17 97 → 30 12
27 82
20 17
20 97

Question 13

Input Matrix: 96 17 96 2 63 49 14 3 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
96 17 96 2
63 49 14 3 → 2 96 17 96
3 14 49 63

Question 14

Input Matrix: 50 73 36 65 7 46 94 61 73 47 6 4 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
50 73 36 65
7 46 94 61
73 47 6 4 → 73 7 50
47 46 73
6 94 36
4 61 65

Question 15

Input Matrix: 6 90 57 19 61 24 64 90 38 78 17 57 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
6 90 57 19
61 24 64 90
38 78 17 57 → 6 151 119 161 107 57

Question 16

Input Matrix: 54 36 72 65 84 77 55 26 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
54 36 72 65
84 77 55 26 → 54 84
36 77
72 55
65 26

Question 17

Input Matrix: 38 34 62 65 98 86 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
38 34 62
65 98 86 → 38 99 160 86

Question 18

Input Matrix: 42 39 62 92 43 21 53 39 4 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
42 39 62
92 43 21
53 39 4 → 42 92 53
39 43 39
62 21 4

Question 19

Input Matrix: 26 91 82 96 94 47 56 75 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
26 91 82 96
94 47 56 75 → 94 47 56 75
26 91 82 96

Question 20

Input Matrix: 50 34 51 2 94 1 41 3 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
50 34 51 2
94 1 41 3 → 94 50
1 34
41 51
3 2
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