Linear Algebra 2
University of South Africa (Unisa)
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MAT2611 Assignment 10 2025 - Due 22 August 2025
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MAT2611 
ASSIGNMENT 10 
Due date: Friday, 22 August 2025 
Problem 1. Find (T3 
T1) (x; y) ; where 
T1 (x; y) = (4x; x 
 
y; 2x 
 
y) ; 
T2 (x; y; z) = ( 
 
x; 0; x + 2y + z) ; 
T 
 
T2 
 
3 (x; y; z) = (2x + y 
 
z; 2y + 3z) : 
1. Composition of linear transformations 
, 
(T 
 
∘3 T 
 
∘2 T 
 
)(x, y) = 
T 
 
(T 
 
(T 
 
(x, y))) 
, i.e. apply 
T 
 first, then , then 
1 
. We 
3 2 1 
proceed step by step: 
 
T 
1 
 
T 
2 
 
3 
T 
 
1 T 
 
(x, y) = 
(4x, x − y, 2x − y) 
App...
UNISA Linear Algebra MAT2611 Assignment TEN 2025 solutions
MAT2611 ASSIGNMENT 10 2025 SOLUTIONS (TYPED). Clear step by step calculations are provided.
MAT2611 assignment 10 solutions 2025 
MAT2611ASSIGNMENT 10Due date: Friday, 22 August 2025 
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MAT2611 assignment 10 solutions 2025 
MAT2611ASSIGNMENT 10Due date: Friday, 22 August 2025 
0-7-9-3-2-2-6-4-2-7 
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MAT2611 assignment 9 solutions 2025 
MAT2611ASSIGNMENT 09Due date: Thursday, 8 August 2025 
Good best solutions
MAT2611 assignment 9 solutions 2025 
MAT2611ASSIGNMENT 09Due date: Thursday, 8 August 2025 
0-7-9-3-2-2-6-4-2-7
UNISA Linear Algebra MAT2611 Assignment NINE 2025 solutions.
This document contains MAT2611 ASSIGNMENT 8 2025 SOLUTIONS. Clear (TYPED) step by step calculations are provided.
The package has solutions for assignment 8 and 9 of MAT2611 that is due in July and August 2025. . You are guaranteed distinctions.
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