This legal and practical guide provides a user-friendly, practical, and accessible resource to help practitioners, students, partners and those running firms to navigate this specialist field.
Authors: Jeremy Callman (Ten Old Square), Corinne Staves (CM Murray), Elspeth Berry (Nottingham Law School) and Naomi Winston (Ten Old Square).
Those of you who have previously attended the annual Forum Conference will have met Elspeth, and may have met Jeremy or Corinne or heard them speak at the Conference.
LexisNexis are pleased to offer Forum Members a 30% discount (applicable to hard copy books; for online books please contact Lexis directly) on this publication until the end of April 2024. If you would like to take up the discount offer, please order using the following link: https://www.lexisnexis.co.uk/llp30off
This legal and practical guide provides a user-friendly, practical, and accessible resource to help practitioners, students, partners and those running firms to navigate this specialist field.
Authors: Jeremy Callman (Ten Old Square), Corinne Staves (CM Murray), Elspeth Berry (Nottingham Law School) and Naomi Winston (Ten Old Square).
Those of you who have previously attended the annual Forum Conference will have met Elspeth, and may have met Jeremy or Corinne or heard them speak at the Conference.
LexisNexis are pleased to offer Forum Members a 30% discount (applicable to hard copy books; for online books please contact Lexis directly) on this publication. If you would like to take up the discount offer, please order using the following link: https://www.lexisnexis.co.uk/llp30off
A formal Call for Papers will be posted soon, but please put the date in your diary!
Many of you will have met Joel Woolf, of Joel Woolf Rural Consultancy, at the 6th Annual Conference. He has kindly supplied a copy of the following short article on the recent judgment in Morton v Morton:
Morton v Morton – Clarity on s42 of the Partnership Act 1890
The Morton family are now no strangers to the inside of a court room. This farming family from Cheshire are an exceptional example of what can go wrong in farming families and why leaving it to chance is no sensible strategy.
The recent Court of Appeal judgement ([2023] EWCA Civ 700) however is of significant assistance to understand how and where interest on a partnership share becomes payable on the retirement or other departure of a partner (i.e. through death) from a partnership, and the judgement amounts to considerable guidance on the drafting of provisions in such options.
The appeal related to the interpretation of section 42 of the Partnership Act 1890. It is worth quoting that section in full:
42 Right of out-going partner in certain cases to share profits made after dissolution.
(1)Where any member of a firm has died or otherwise ceased to be a partner, and the surviving or continuing partners carry on the business of the firm with its capital or assets without any final settlement of accounts as between the firm and the outgoing partner or his estate, then, in the absence of any agreement to the contrary, the outgoing partner or his estate is entitled at the option of himself or his representatives to such share of the profits made since the dissolution as the Court may find to be attributable to the use of his share of the partnership assets, or to interest at the rate of five per cent. per annum on the amount of his share of the partnership assets.
(2)Provided that where by the partnership contract an option is given to surviving or continuing partners to purchase the interest of a deceased or outgoing partner, and that option is duly exercised, the estate of the deceased partner, or the outgoing partner or his estate, as the case may be, is not entitled to any further or other share of profits; but if any partner assuming to act in exercise of the option does not in all material respects comply with the terms thereof, he is liable to account under the foregoing provisions of this section.
At first glance the sections appear straight forward. In s42(1) Parliament considered it reasonable and just that where the business of a partnership was carried on after the retirement or death of a partner then the retirement or deceased partner should be entitled to either a share of the profits or interest at 5% per annum. Given the nature of many partnerships, interest is probably by far the easiest to calculate and, until very recently probably also more attractive given savings rates. The election to either a share of the profits or interest is available unless the partnership agreement states something to the contrary. This is consistent with the rest of the act in that the Partnership Act effectively provides a baseline agreement between partners unless they have expressly agreed something else in writing.
Although the Court of Appeal gave commentary on s42(1), it is s42(2) which is the meat of the decision. The various parts of s42(2) were considered in turn. For s42(2) to be engaged there must first be an option for the continuing partners to purchase the interest of the outgoing or deceased partner. That option must have been duly exercised and where it is, there is no right to interest or a share of profits. This makes sense because the terms of the option should include the payment terms and should be set out in full within the partnership agreement.
However, interest can become payable where there is a material breach of the option. What is material will be a matter of fact and circumstance in each individual case, but it can be seen that s42(2) effectively provides a form of default interest although if the partnership agreement contained provisions for interest to be paid in default, then the author would posit that it is likely that the contractual provision will prevail over the statutory provisions.
So, what does the judgement of the Court of Appeal tell us in this case. The author considers that there are two lessons for those who advise on and draft partnerships.
The first is that it must be understood the difference between an option to purchase within a partnership agreement, and the position where on the retirement or death of a partner, where the retiring partner or their estate are simply paid out the value of the relevant share of the partnership belonging to the departed partner. This was a distinction drawn by Lord Justice Lewison at para 65. It is key to understand when considering the nature of a partnership and its assets which of an option or an implied contract for sale is the better solution. For many farming families an option is not the way to go. For a business which heavily relies on the expertise of a single partner then it might be that an option to purchase is sensible on the retirement or death of that partner, as the remaining partners may want to consider carefully whether they wish to continue the business or wind it up.
The second lesson is the drafting of the partnership agreement itself to make sure that there is no ambiguity or missing clauses. Regardless of whether the partnership agreement contains an option or not there will in essence be a requirement for the remaining partners to introduce capital to the partnership in order for the partnership to pay out the capital value of the departed partner.
This starts with being able to identify what the partnership assets actually are, how to value them and then how to calculate the relative shares of the partners and thus how much must be paid to the retired partner or their estate. How that eventual sum of money is raised is a matter for the remaining partners. How the money is paid, the payment terms, should be clearly set out within the partnership agreement together with any period over which payment is made and whether or not interest is payable and at what rate. There must also be consideration given in the drafting to what is to happen if things go wrong.
Although the Court of Appeal distinguished the case on its facts, it nonetheless contains a clear lesson that the less ambiguous the partnership agreement, the less likely a dispute will arise which requires determination in the courts.
Joel Woolf Rural Consultancy – 28 June 2023
Contact: 07896757957
Email: joel@woolfrural.co.uk
Website: www.woolfrural.co.uk
THE DEADLINE FOR REGISTRATION IS APPROACHING - PLEASE REGISTER AS SOON AS POSSIBLE (OR CONTACT ME IF ANY DIFFICULTIES).
PLEASE ALSO NOTE CHANGE TO PROGRAMME (UPDATED VERSION TO LINK BELOW). NEW SPEAKER, SIMON BOWERS FROM OPEN DEMOCRACY.
The 6th Annual Conference of the Partnership, LLP and LLC Law Forum will be held at Nottingham Law School on Thursday 14 September.
This conference provides a unique opportunity for those practising in, researching, teaching or otherwise with an interest in partnership or LLP law, practice or policy, to hear papers from leading practitioners, academics and policymakers.
Further details of the programme (including of speakers who are APP members) and registration are at https://www.ntu.ac.uk/about-us/events/events/2023/9/6th-annual-conference-of-the-partnership,-llp-and-llc-law-forum. Advance registration is required and early registration is recommended as the venue has limited capacity.
We look forward to welcoming you on the day.
Elspeth Berry
Associate Professor of Law
elspeth.berry@ntu.ac.uk
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)
UK law firm BDBF has published a useful short article, 'Thinking about leaving an LLP? Read on'. It is available at https://www.bdbf.co.uk/thinking-about-leaving-an-llp-read-on/
In Gary Lineker and Danielle Bux T/A Gary Lineker Media v HMRC [2021] UKFTT 101 (TC), the First Tier Tribunal held that IR35 could apply to partnerships - see further casenote at https://www.devereuxchambers.co.uk/resources/news/view/ftt-releases-decision-in-gary-lineker-ir35-appeal
In HFFX LLP and Ors v HMRC [2023] UKUT73 the Upper Tax Tribunal held that profit shares distributed to individual LLP members after first being distributed to the corporate member were liable to income tax under the mixed membership rules - see further casenote at https://www.rossmartin.co.uk/sme-tax-news/6879-ut-partnership-planning-subject-to-income-tax.
David Milman and Terence Flanagan, Modern Partnership Law (first published 1983, Routledge 2021), 210pp., hardback ISBN: 0709910150, eBook ISBN: 9781003324874
This is a republication of a classic text, in the Routledge Revivals series. It is co-authored by Professor David Milman, a leading partnership law academic who will be familiar to Forum members as a speaker at several Forum Conferences, and to readers worldwide from his many publications on partnership law, company law and insolvency law.
The writing style is highly engaging and the book is thus a pleasure to read – something which cannot be said of all legal texts!
As readers will know, many elements of partnership law have stood the test of time and the UK’s Partnership Act 1890 continues to govern partnerships in the 21st century, so this text retains much more relevance than most 40-year old legal texts.
Particularly useful discussions include Chapter 2 on Financing Partnerships, Chapter 5 on Relations between Partners inter se (including duties, partnership property and remuneration, Chapter 6 on Partners and Outsiders (including authority, liability and holding out), and the winding up section of Chapter 9 on Winding up and Insolvency.
There are also some interesting chapters which are less commonly found in partnership texts today. These include Chapter 3 on Partnership Employees (covering both the distinction between partners and employees, and the treatment of partnership employees) and Chapter 8 on Legal Regulation of and Intervention in Partnerships (covering the courts’ approach to partnership agreements, including restrictive covenants, arbitration clauses, expulsion, receiverships and dissolution).
Also of interest is Chapter 10 on Partnerships: Review and Reform. Although this predates the introduction of LLPs (and was written before the increase in use of LPs), it does discuss the 1981 Green Paper: A New Form of Incorporation for Small Firms which included the idea of an incorporated limited firm based on the internal constitution of a partnership. Other reforms discussed in the book have failed to materialise, including enabling partnerships to grant floating charges, and granting them separate legal personality, the latter having been proposed by the Law Commissions in 2003 but rejected by the government.
A wide range of cases are thoughtfully discussed, although the use of endnotes rather than footnotes annoyed this reviewer (though no doubt readers less dinosaur-like will obviate the problem by using the eBook rather than the hard copy!). The indexing is helpful, although a number of entries are indexed only within the entry for ‘partners’.
Of course some of the law is now outdated, including references to the litigation rules in the RSC rather than the CPR and to the 20-partner limit (now repealed); much of Chapter 4 on Partnerships and Spouses (another chapter unlikely to be found in partnership texts today), the very short insolvency section of Chapter 9 on Winding Up and Insolvency which predates the Insolvency Act 1986 and the Insolvent Partnerships Order 1994, and Chapter 7 on Partnerships and Taxation. However, while employment legislation has moved on, the partnership-specific principles outlined in Chapter 3 on Partnership Employees remain relevant.
In conclusion, this is an enjoyable and useful source of specialist legal commentary on a number of areas of partnership law, and Routledge is to be commending for republishing it.