“The purpose of the award is to put the plaintiff in the same position, financially, as if he had not been injured. The sum should be calculated as accurately as possible, making just allowance, where this is appropriate, for contingencies. But once the calculation is done,… there is no room for a judicial scaling down.”
“Essentially what the court has to do is to calculate as best it can the sum of money which will on the one hand be adequate, by its capital and income, to provide annually for the injured person a sum equal to his estimated annual loss over the whole of the period during which that loss is likely to continue, but which, on the other hand, will not, at the end of that period, leave him in a better financial position than he would have been apart from the accident. Hence the conventional approach is to assess the amount notionally acquired to be laid out in the purchase of an annuity which will provide the annual amount needed for the whole period of loss. The process cannot, I think, be better described than it was in the speech of Lord Diplock in Cookson v Knowles[1979] AC 556 . He was there concerned with a claim under theFatal Accidents Act 1846 –1959… but his description of the approach to and method of assessment of damages is equally applicable to claims for future loss of earnings and future expenses by the injured party himself. Lord Diplock said, at pages 567-568: ‘When the first Fatal Accidents Act was passed in 1846, its purpose was to put the dependants of the deceased, who had been the bread-winner of the family, in the same position financially as if he had lived his natural span of life. In times of steady money values, wages levels and interest rates this could be achieved in the case of the ordinary working man by awarding to his dependants the capital sum required to purchase an annuity of an amount equal to the annual value of the benefits with which he had provided them while he lived, and for such period as it could reasonably be estimated they would have continued to enjoy them but for his premature death. Although this does not represent the way in which it is calculated such a capital sum may be expressed as the product of multiplying an annual sum which represents the ‘dependency’ by a number of years’ purchase. This latter figure is less than the number of years which represents the period for which it is estimated that the dependants would have continued to enjoy the benefit of the dependency, since the capital sum will not be exhausted until the end of that period and in the meantime so much of it as it not yet exhausted in each year will earn interest from which the dependency for that year could in part be met. The number of years’ purchase to be used in order to calculate the capital value of an annuity for a given period of years thus depends upon the rate of interest which it is assumed that money would earn, during the period. The higher the rate of interest, the lower the number of years’ purchase…’” ‘When the first Fatal Accidents Act was passed in 1846, its purpose was to put the dependants of the deceased, who had been the bread-winner of the family, in the same position financially as if he had lived his natural span of life. In times of steady money values, wages levels and interest rates this could be achieved in the case of the ordinary working man by awarding to his dependants the capital sum required to purchase an annuity of an amount equal to the annual value of the benefits with which he had provided them while he lived, and for such period as it could reasonably be estimated they would have continued to enjoy them but for his premature death. Although this does not represent the way in which it is calculated such a capital sum may be expressed as the product of multiplying an annual sum which represents the ‘dependency’ by a number of years’ purchase. This latter figure is less than the number of years which represents the period for which it is estimated that the dependants would have continued to enjoy the benefit of the dependency, since the capital sum will not be exhausted until the end of that period and in the meantime so much of it as it not yet exhausted in each year will earn interest from which the dependency for that year could in part be met. The number of years’ purchase to be used in order to calculate the capital value of an annuity for a given period of years thus depends upon the rate of interest which it is assumed that money would earn, during the period. The higher the rate of interest, the lower the number of years’ purchase…’”
“The conventional method of calculating [future loss] has been to apply to what is found upon the evidence to be a sum representing ‘the dependency’, a multiplier representing what the judge considers in the circumstances particular to the deceased to be the appropriate number of years’ purchase. In times of stable currency the multipliers that were used by judges were appropriate to interest rates of 4% to 5% whether the judges using them where conscious of this or not. For the reasons I have given I adhere to the opinion Lord Pearson and I had previously expressed…, that the likelihood of continuing inflation after the date of trial should not affect either the figure of the dependency or the multiplier used. Inflation is taken care of in a rough and ready way by the higher rates of interest obtainable as one of the consequences of it, and no other practical basis of calculation has been suggested that is capable of dealing with so conjectural a factor with greater precision.”
“For the period after the date of trial, the proper multiplicand is, in my opinion, based upon the rate of wages for the job at the date of trial. The reason is that that is the latest available information…”
“(1) In determining the return to be expected from the investment of a sum awarded as damages for future pecuniary loss in an action for personal injury the court shall… take into account such rate of return (if any) as may from time to time be prescribed by an order made by the Lord Chancellor. (2) Sub-section (1) above shall not however prevent the court taking a different rate of return into account if any party to the proceedings shows that it is more appropriate in the case in question. (3) An order under sub-section (1) above may prescribe different rates of return for different classes of case.”
“Investment in ILGS is the most accurate way of calculating the present value of the loss which the plaintiffs will actually suffer in real terms”
“We share the views of the majority of those who responded to us, that a practice of discounting by reference to returns on I.L.G.S. would be preferable to the present arbitrary presumption. The 4 to 5 per cent.discount which emerged from the case law was established at a time when I.L.G.S. did not exist. I.L.G.S. now constitute the best evidence of the real return on any investment where the risk element is minimal, because they take account of inflation, rather than attempt to predict it as conventional investments do . . .”
“In the meantime it is for your Lordships to set guidelines to replace the old 4 to 5 per cent bracket. There is something to be said for a bracket, since it allows some flexibility in exceptional cases, as where, for example, the impact of higher- rate tax would result in substantial undercompensation. Thus on an award of£2m higher-rate tax payable over the first half of a 20-year period would alone amount to nearly£75,000 . But the majority of your Lordships prefer a single figure. I do not disagree provided it is subject to the same flexibility as is to be found in s.1(2) of the Act of 1996.”
“My Lords, until the Lord Chancellor takes action under his statutory powers it is essential that there should be a firm and workable principle. It should be general and simple in order to enable settlement negotiations and litigation to be conducted with the benefit of a reasonable degree of predictability of the likely outcome of a case. While acknowledging an element of arbitrariness in any figure, I am content to adopt about 3% as the best present net figure. For my part I would derive that rate from the net average return of index-linked government securities over the past three years. While this figure of about 3% should not be regarded as immutable, I would suggest that only a marked change in economic circumstances should entitle any party to reopen the debate in advance of a decision by the Lord Chancellor. The effect of the decision of the House on the discount rate, together with the availability of the Ogden Tables, should be to eliminate the need in future to call actuaries, accountants and economists in such cases.”
“My Lords, I consider that the introduction of I.L.G.S. providing an income which is protected against inflation has changed the problem which Lord Scarman was addressing in Lim's case and that the passages from his judgment cited above should not prevent your Lordships from holding that it is now appropriate to make allowance for the risk of future inflation by fixing the multiplier by reference to the rate of return on I.L.G.S. I think the reality is that the plaintiffs in the present cases are not in the same position as other persons who have to rely on capital for future support. Unlike the great majority of persons who invest their capital, it is vital for the plaintiffs that they receive constant and costly nursing care for the remainder of their lives and that they should be able to pay for it, and any fall in income or depreciation in the capital value of their investments will affect them much more severely than persons in better health who depend on their investments for support.”
“The problem of sufficiently providing for the future care of the very severely disabled plaintiff gives rise to particular concern, since any inadequacy of the award in that respect could be particularly serious.”
“[I]t [the assessment of the multiplicand] calls for careful calculation particularly in relation to claims for future expenses incurred by the plaintiff, such as nursing care, where there may be a number of contingencies which ought to be reflected in the figure or the figures selected.”
“Two principal questions have been debated in this appeal. One question is whether allowance should be made for future inflation to take account of the fact that in future years the cost of nursing care will rise and that the earnings of the plaintiff would have increased. The other question relates to the rate of interest which the courts should assume the capital sum awarded will earn in order to arrive at the multiplier.”
“I think the reality is that the plaintiffs in the present cases are not in the same position as other persons who have to rely on capital for future support. Unlike the great majority of persons who invest their capital, it is vital for the plaintiffs that they receive constant and costly nursing care for the remainder of their lives and that they should be able to pay for it, and any fall in income or depreciation in the capital value of their investments will affect them much more severely than persons in better health who depend on their investments for support.”
“This report and my earlier one deal with the important issue of earnings, care and medical costs increasing at a substantially faster rate than general inflation, as measured by the RPI. This is a separate issue from the discount rate of 2.5% set by the Lord Chancellor in June 2001 and any confusion between them is misplaced.”
“We are told that this is the first time that this court has had to consider the 1996 Act, and that guidance is needed as to the meaning of ‘more appropriate in the case in question’ in section 1(2). The phrase ‘more appropriate’, if considered in isolation, is open-textured. It prompts the question: by what criteria is the court to judge whether a different rate of return is more appropriate in the case in question? But the phrase must be interpreted in its proper context which is that the Lord Chancellor has prescribed a rate pursuant to section 1(1) and has given very detailed reasons explaining what factors he took into account in arriving at the rate that he has prescribed. I would hold that in deciding whether a different rate is more appropriate in the case in question, the court must have regard to those reasons. If the case in question falls into a category that the Lord Chancellor did not take into account and/or there are special features of the case which (a) are material to the choice of rate of return and (b) are shown from an examination of the Lord Chancellor's reasons not to have been taken into account, then a different rate of return may be ‘more appropriate’.”
“One dimension to the ‘uncertain” future’ problem is the need for the court in estimating pecuniary loss to make ‘guesstimates’ of both the future general financial situation and the plaintiff’s future. The judicial approach to the quantification of loss entails, broadly speaking, an identification of the net annual loss (the multiplicand) and the number of years for which the loss will last (the multiplier). The multiplicand is adjusted for any prospect of increased earnings whilst the multiplier is scaled down to reflect the contingencies of life and the fact that the money will be available to the plaintiff sooner under a lump sum award than it would otherwise have been, allowing the plaintiff to invest the money to produce a positive real return during the years of the loss. It is the choice of multiplier which is generally the more difficult part of the calculation. Defendants wish the multiplier to be as low as possible whilst plaintiffs wish the reverse. The court often has to make judgments about the likelihood of contingencies occurring in deciding whether to downrate the multiplier, and to take a view on the discount to be made because the lump sum is receivable in advance. An alternative approach, considered below, is an actuarial one using combined annuity and life expectation tables.”