Znyele
On this page, you find all documents, package deals, and flashcards offered by seller znyele.
- 3
- 0
- 1
Community
- Followers
- Following
4 items

APM3711 AND MAT3701 PREVIOUS ASSIGNMENTS AND EXAMS
APM3711 AND MAT3701 PREVIOUS ASSIGNMENTS AND EXAM QUESTIONS AND ANSWERS
- Package deal
- • 3 items •
- APM3711 Numerical Methods II • Other
- MAT3701 - Linear Algebra III • Other
- MAT3701 LINEAR ALGEBRA EXAM REVISION MATERIAL • Exam (elaborations)
APM3711 AND MAT3701 PREVIOUS ASSIGNMENTS AND EXAM QUESTIONS AND ANSWERS

MAT3701 LINEAR ALGEBRA EXAM REVISION MATERIAL
MAT3701 LINEAR ALGEBRA EXAM REVISION MATERIAL. IT ALSO ASSISTS WITH THE WRITING OF ASSIGNMENTS.
- Package deal
- Exam (elaborations)
- • 224 pages •
MAT3701 LINEAR ALGEBRA EXAM REVISION MATERIAL. IT ALSO ASSISTS WITH THE WRITING OF ASSIGNMENTS.

MAT3701 - Linear Algebra III
MAT3701 is a third year Linear Algebra module with a pre-requisite of MAT2611. The purpose of this module is to acquire a basic knowledge concerning inner product spaces, invariant subspaces, cyclic subspaces, operators and their canonical forms
- Package deal
- Other
- • 460 pages •
MAT3701 is a third year Linear Algebra module with a pre-requisite of MAT2611. The purpose of this module is to acquire a basic knowledge concerning inner product spaces, invariant subspaces, cyclic subspaces, operators and their canonical forms

APM3711 Numerical Methods II
APM3711 Numerical Methods III is a third year UNISA module that focuses on problem solving and critical thinking. Its pre-requisite module is APM2613. Its purpose is to equip students with numerical techniques for the approximate solution of initial and boundary value problems of differential equations and function approximations.
- Package deal
- Other
- • 347 pages •
APM3711 Numerical Methods III is a third year UNISA module that focuses on problem solving and critical thinking. Its pre-requisite module is APM2613. Its purpose is to equip students with numerical techniques for the approximate solution of initial and boundary value problems of differential equations and function approximations.