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Contents

Official guidance
Corporate Finance Manual

CFM13000 · Understanding corporate finance: derivatives

  • CFM13010 · Overview
  • CFM13020 · What is a derivative?
  • CFM13030 · The underlying
  • CFM13040 · Settlement
  • CFM13050 · Exchange-traded and ‘over-the-counter’ products
  • CFM13060 · Understanding corporate finance: derivative: exchange-traded contracts
  • CFM13070 · Margin payments on exchange-traded contracts
  • CFM13080 · Understanding corporate finance: derivative: ‘over-the-counter’ contracts
  • CFM13090 · Documentation
  • CFM13100 · Documentation: the ISDA Master Agreement
  • CFM13110 · Types of derivative
  • CFM13120 · Types of derivative: regulatory definitions
  • CFM13130 · Types of derivative: limits to the regulatory definitions
  • CFM13140 · Forward contracts
  • CFM13150 · Forward rate agreements
  • CFM13160 · Futures
  • CFM13170 · Futures: example of a commodity future
  • CFM13180 · Futures: example of a weather future
  • CFM13190 · Options
  • CFM13200 · Understanding corporate finance: derivative contracts: options: how options work
  • CFM13210 · Understanding corporate finance: derivative contracts: options: valuing options
  • CFM13220 · Understanding corporate finance: derivative contracts: warrants
  • CFM13230 · Swaps
  • CFM13240 · Swaps: example of a swap
  • CFM13250 · Types of derivative: other sorts of swap
  • CFM13260 · Exotic derivatives
  • CFM13270 · Using derivatives to manage risk
  • CFM13280 · Interest rate risk
  • CFM13290 · Interest rate futures and forwards
  • CFM13300 · Interest Forward Rate Agreement
  • CFM13310 · Interest rate future
  • CFM13320 · Interest rate swaps
  • CFM13330 · Interest rate options
  • CFM13340 · Interest rate caps and floors
  • CFM13350 · Interest rate collars
  • CFM13360 · Credit risk
  • CFM13370 · Credit default swaps
  • CFM13380 · Understanding corporate finance: derivative contracts: using derivatives to manage risk: total return swaps
  • CFM13390 · Foreign exchange risk
  • CFM13400 · Hedging foreign exchange risk
  • CFM13410 · Currency option
  • CFM13420 · Currency swaps and FX swaps
  • CFM13430 · Currency swap: example
  • CFM13440 · Commodity risk
  • CFM13450 · Investment risk
  • CFM13460 · Investment risk hedging
  1. Understanding corporate finance: derivatives: contents
  2. Understanding corporate finance: derivatives: futures: example of a weather future

CFM13180 | Understanding corporate finance: derivatives: futures: example of a weather future

From HM Revenue & Customs · Corporate Finance Manual

A weather future

Ellspat Ltd runs a chain of cafes in tourist locations in the south of England. Its summer business is heavily dependent on the weather - the cooler the summer weather, the lower its takings. The company decides to hedge the risk by investing in weather futures.

Since the company wishes to profit if average temperatures in the London area fall, the company needs to take a short position, in other words to sell futures contracts.

(Someone who owns a physical commodity - often expressed as being long the physical - risks financial loss if prices fall. They will therefore want to hedge their position by going short the future - selling futures contracts (without previously owning them). If prices fall, they can close out their position by buying futures at a lower price, thus realising a profit. The same terminology is used even where you are dealing with a subject matter, such as weather, which cannot be owned or delivered.)

On the first business day of June, Ellspat Ltd sells 10 monthly weather index futures. The value of each contract is £3,000 per 1 degree C change in the monthly average temperature, measured at Heathrow airport.

On the first day of June, when the company sells the futures, the average daily temperature is 19.50 degrees C. The futures are quoted at 119.50 (100 plus the temperature in degrees C).

By the 20 June, the mean of the average daily temperatures for the month is 21.30 degrees C. The futures are therefore quoted at 121.30. The weather has turned hot and sunny, and Ellspat Ltd decides to close out its position by buying 10 futures.

It has sold at 119.50 and bought at 121.30, and has therefore sustained a loss. Since each 1 degree C change in temperature is worth £3,000, its loss is

(121.30 - 119.50) x £3,000 x 10 contracts = £54,000.

The company will have been required to put up initial margin and will, in practice, have realised profits or losses on a daily basis, as in the previous example.

If the weather has been colder than 19.5C, at the reference location, Heathrow, the contract would have been in the money and the company would have made a profit, expected to compensate for the lower profitability of its business in cooler weather.

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