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Master Matrix Transformation Advanced Hard - Beginner Level Problems Matrix Transformation Advanced Hard BEGINNER

Excel in competitive exams with this skill builder ⚡ worksheet on Matrix Transformation Advanced Hard. Worksheet 3 of 10 contains 20 beginner-level problems. Target your step-by-step problem solving skills while practicing matrix transformation advanced hard practice, matrix transformation advanced hard for competitive exams, and how to solve matrix transformation advanced hard.

📝 Worksheet 3 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner level

What you'll learn in this worksheet:
Your progress through Matrix Transformation Advanced Hard
Worksheet 3 of 10 (22% complete)

Question 1

Input Matrix: 70 67 21 32 36 32 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
70 67 21
32 36 32 → 21 67 70
32 36 32

Question 2

Input Matrix: 85 99 15 77 58 33 81 94 11 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
85 99 15
77 58 33
81 94 11 → 81 77 85
94 58 99
11 33 15

Question 3

Input Matrix: 78 27 4 63 48 54 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
78 27 4
63 48 54 → 78 63
27 48
4 54

Question 4

Input Matrix: 51 27 57 22 74 50 87 1 66 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
51 27 57
22 74 50
87 1 66 → 87 1 66
22 74 50
51 27 57

Question 5

Input Matrix: 77 8 5 41 33 18 48 36 28 91 75 58 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
77 8 5 41
33 18 48 36
28 91 75 58 → 28 91 75 58
33 18 48 36
77 8 5 41

Question 6

Input Matrix: 21 55 5 75 99 86 9 31 43 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
21 55 5
75 99 86
9 31 43 → 21 130 113 117 43

Question 7

Input Matrix: 56 62 89 40 94 88 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
56 62 89
40 94 88 → 89 62 56
88 94 40

Question 8

Input Matrix: 98 7 32 68 76 76 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
98 7 32
68 76 76 → 98 68
7 76
32 76

Question 9

Input Matrix: 34 73 96 29 7 22 9 59 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
34 73 96 29
7 22 9 59 → 34 7
73 22
96 9
29 59

Question 10

Input Matrix: 49 30 20 7 34 27 13 16 80 92 54 82 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
49 30 20 7
34 27 13 16
80 92 54 82 → 49 34 80
30 27 92
20 13 54
7 16 82

Question 11

Input Matrix: 75 87 36 86 27 12 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
75 87 36
86 27 12 → 86 27 12
75 87 36

Question 12

Input Matrix: 20 66 29 13 89 15 53 3 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
20 66 29 13
89 15 53 3 → 89 15 53 3
20 66 29 13

Question 13

Input Matrix: 50 45 90 62 21 92 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
50 45 90
62 21 92 → 50 62
45 21
90 92

Question 14

Input Matrix: 18 36 20 54 69 33 41 97 35 Apply transformation: transpose What is the output?
Matrix transposition (rows become columns, columns become rows)
18 36 20
54 69 33
41 97 35 → 18 54 41
36 69 97
20 33 35

Question 15

Input Matrix: 29 79 47 89 2 63 9 16 12 17 61 68 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
29 79 47 89
2 63 9 16
12 17 61 68 → 29 81 122 115 77 68

Question 16

Input Matrix: 24 23 33 40 6 66 98 80 Apply transformation: diagonal_sum What is the output?
Sum of each diagonal (top-left to bottom-right)
24 23 33 40
6 66 98 80 → 24 29 99 138 80

Question 17

Input Matrix: 8 91 85 71 88 1 93 17 88 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
8 91 85
71 88 1
93 17 88 → 93 71 8
17 88 91
88 1 85

Question 18

Input Matrix: 36 45 76 38 60 73 42 81 15 2 54 43 Apply transformation: flip_horizontal What is the output?
Matrix flipped horizontally (left-right mirror)
36 45 76 38
60 73 42 81
15 2 54 43 → 38 76 45 36
81 42 73 60
43 54 2 15

Question 19

Input Matrix: 83 31 39 70 32 15 89 26 54 Apply transformation: flip_vertical What is the output?
Matrix flipped vertically (top-bottom mirror)
83 31 39
70 32 15
89 26 54 → 89 26 54
70 32 15
83 31 39

Question 20

Input Matrix: 11 50 18 83 45 2 45 67 Apply transformation: rotate_90 What is the output?
Matrix rotated 90 degrees clockwise
11 50 18 83
45 2 45 67 → 45 11
2 50
45 18
67 83
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