SELLING” memos for the year 2024.
PVL3704
Enrichment liability and estoppel
ASSIGNMENT 1
MEMO + FREE EXAMPACK/
NOTES BOOKLET
SEMESTER 2 – 2025 - UNISA
UNIQUE NUMBER: -
DUE DATE: - 21 AUGUST 2025
Footnotes/Bibliography included
ASSIGNMENT PREVIEW
Question 1 (15 marks)
Discuss, in general (without reference to a specific enrichment action), how the extent of enrichment liability
(or the quantum of the enrichment claim) is calculated.
Question 2 (10 marks) =A owns a car manufacturing plant in the City of Tshwane. His monthly electricity bill
averages R100 000. He receives a letter from the City of Tshwane Municipality threatening to cut off his electricity
if he does not immediately pay an “arrear account” of R300 000.
Disclaimer
Extreme care has been used by our Tutors to draft this document, however the contents are provided “as is” without any representations or
warranties, express or implied. This document is to be used for comparison, research and reference purposes ONLY. No part of this document
may be reproduced, resold or transmitted in any form or by any means without prior written permission from the Author. – LLB EXAMPACKS
& TUTORIALS.
PAST PAPERS & MEMOS, ASSIGNMENT MEMOS, NOTES, SUMMARIES & TUITONS.
Cell: 062 810 8624 Email:
Fax: 086 096 5452 www.llbexampacksandtutorials.co.za
, PVL3704 – Law of Unjustified Enrichment
Assignment 01 – Semester 2, 2025
Due Date: 21 August 2025
No Extension
Important Instructions:
• This is a compulsory assignment for all students registered for PVL3704 in
Semester 2.
• The assignment is written and must be submitted as instructed on Study @ Unisa.
• Two questions are included. Both must be answered, but only one question will
be formally marked. The other serves as a self-assessment activity, with
feedback provided later.
• Answers must be in your own words; copying directly from the study guide or
textbooks will result in penalties.
• Length restriction: Maximum of six written pages or four typed pages.
• The assignment relates to Study Guide 1: Unjustified Enrichment Liability.
Question 1 (15 marks)
Discuss, in general (without reference to a specific enrichment action), how the extent of
enrichment liability (or the quantum of the enrichment claim) is calculated.
Question 2 (10 marks)
A owns a car manufacturing plant in the City of Tshwane. His monthly electricity bill
averages R100 000. He receives a letter from the City of Tshwane Municipality
threatening to cut off his electricity if he does not immediately pay an “arrear account”
of R300 000.