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037

Case 037Forwards, futures and arbitrageWarm up

Six months ago a fund agreed to buy 10,000 shares of Kabini Cables at Rs 520 in one year. The stock is now Rs 560, six months remain and the rate is 7% continuous. What is the forward worth today, and to whom?

1The situation

Six months ago Kaveri Shores Fund agreed an over-the-counter forward with a dealer to buy 10,000 shares of Kabini Cables in one year at Rs 520 a share. Like every forward, it cost nothing to enter: Rs 520 was the fair forward price on that day.

Kabini now trades at Rs 560. Six months remain to delivery, Kabini pays no dividend in that time, and the six-month rate is 7% continuously compounded. The fund's operations team must mark the forward for the month-end valuation, and the dealer's collateral desk has asked which side owes margin.

2Your task

Value the forward today per share and in total, say which side holds the asset, and check the answer a second way.

Quick check

What is the forward worth to the fund today?

Worked solution

Try it on paper, then open one step at a time.

30-second answerThe answer to give first

The forward is worth about Rs 5.79 lakh to the fund, the buyer, and the same amount is a liability for the dealer. Per share it is the stock at Rs 560 less the present value of the Rs 520 delivery price, Rs 502.11, which is Rs 57.89. The check agrees: a new six-month forward would be struck at Rs 579.95, Rs 59.95 above the fund's price, and that gap discounted six months is again Rs 57.89.

Step 1Why is a forward worth anything after the day it is struck?

Picture booking a flat for Rs 52 lakh payable on possession in a year. Six months later, flats in the same building are selling for Rs 56 lakh for immediate occupation. Your booking has become valuable, and someone would pay you to take it over. A forward is struck at zero value because its price is set at fair value on the day, but as soon as the stock moves the fixed delivery price is either a bargain or a burden, and the contract has a value equal to that bargain measured in today's money. Kabini has risen from where it was, so the fund's right to buy at Rs 520 is the bargain.

Step 2What is it worth today?

Write down what the fund will do at delivery: pay Rs 520, receive one share. Bring both to today. The share is worth Rs 560 today, because holding it to delivery costs nothing extra when there is no dividend. The Rs 520 is paid in six months, so today it is worth Rs 520 times e to the minus 7% times half a year, Rs 502.11. The forward is worth Rs 560 less Rs 502.11, which is Rs 57.89 a share and Rs 5.79 lakh on 10,000 shares, to the fund. The dealer is on the other side and carries the same amount as a liability.

The relationship
f=S−Ke−r(T−t)=560−520 e−0.07×0.5f = S - K e^{-r(T-t)} = 560 - 520\,e^{-0.07 \times 0.5}
fvalue of the long forward today, per share
Sstock today, Rs 560
Kdelivery price agreed six months ago, Rs 520
T-ttime left to delivery, half a year
rcontinuously compounded rate, 7%
What it says in wordsThe forward is worth the share today less today's value of the money that will be paid for it.
Value a seasoned forward at today's date, not at deliverySix months agoforward struck, worth 0Todaystock at Rs 560Delivery, in 6 monthspay Rs 520, get the sharediscount Rs 520 at 7% for 6 monthsValue to the buyer today, per sharestock Rs 560 less Rs 520 discounted, Rs 502.11= Rs 57.89 a sharex 10,000 shares = Rs 5.79 lakhNot Rs 560 less Rs 520 = Rs 40: that compares money today with money in six months.
Discounting the Rs 520 due at delivery back six months at 7% gives Rs 502.11, so the forward is worth Rs 560 less Rs 502.11, Rs 57.89 a share and Rs 5.79 lakh on 10,000 shares, to the fund as buyer.
Step 3How do you check it a second way?

Ask what a new forward would cost. A six-month forward struck today would be fair at Rs 560 grown at 7% for six months, Rs 579.95. The fund holds the right to buy at Rs 520 what a new buyer would have to pay Rs 579.95 for, so it is Rs 59.95 better off at delivery, and that gap discounted back six months is Rs 57.89, the same answer. The two methods have to agree; if they do not, one of the rates or times has been misread. The second method is the one a dealer uses when the forward is on something with income, because the new forward price already allows for dividends or carry, and it generalises to currency forwards, where the new forward rate is quoted directly.

Now answer the collateral desk. If the two sides exchange margin on the forward's value, the dealer owes the fund about Rs 5.79 lakh of collateral, less any threshold in their agreement. If there is no collateral agreement, the fund carries a Rs 5.79 lakh credit exposure to the dealer, which is the amount it would lose if the dealer failed today. State the limits: the value moves almost rupee for rupee with Kabini, so this mark is only good for today, and if Kabini declares a dividend before delivery the share is worth less to a forward holder than to a shareholder and the present value of the dividend has to come off the Rs 560.

Where candidates lose it

The common loss is answering Rs 40 a share, Rs 4.0 lakh, by subtracting the delivery price from the spot price. That compares Rs 560 today with Rs 520 in six months as if they were the same money, and overstates the value by about Rs -1.79 lakh, the interest on Rs 520 for half a year.

The opposite loss is to compute the new forward price, Rs 579.95, subtract Rs 520 and stop. That is the value at delivery. It still has to be discounted to today, and an operations interviewer will ask which date the month-end mark is for.

What the interviewer asks next

  • Kabini announces a Rs 10 dividend payable in three months. What is the forward worth now?
  • The dealer and the fund have a collateral agreement with a Rs 5 lakh threshold. How much margin moves today?
  • Why is a forward worth zero on the day it is struck, and what would it mean if it were not?
  • How would you value a three-month USD forward bought at 83.50 when the new three-month forward is 84.10?
← Case 036Belvora Textiles will receive USD 5 million in three months. Spot is 83.20 and the three-month forward 83.85. What does selling the dollars forward lock in, and how does it compare with staying open if the rupee ends at 81.00 or 85.00?Case 038 →Tikona Credit Fund buys a five-year 9.2% bond of Mahuli Infra at 101 and swaps it to floating with a par asset swap. The five-year swap rate is 7.0% and the annuity factor 4.1. What is the asset swap spread, and what is the fund still exposed to?

Company names and figures are illustrative.

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