‹ What Are Derivatives? Lesson 16 of 16
Contents Lesson 16 of 16

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What are derivatives? — course checkpoint

You began this course knowing that derivatives existed and were considered dangerous. You finish able to say what they are, what they are for, and where the danger actually lives — which is not where headlines put it. Let's assemble the whole thing before the checkpoint quiz.

The idea, in one paragraph

A derivative is a contract between two parties whose payoff is computed from the price of something else. Nothing is owned; a formula is agreed. Because it is a contract rather than a purchase, the symmetric families cost nothing to enter — and then acquire real, transferable value as the underlying moves. That one property generates everything else: leverage, counterparty risk, margin, clearing, and every disaster in Unit 4.

The two purposes, and why both must exist

  • Hedging — transferring a risk you already carry. A hedge is not a bet that wins; it is a bet you already had, cancelled.
  • Taking a view — accepting a risk you did not have, in exchange for compensation.

The natural hedgers on the two sides rarely match in size or timing, so the residual must be absorbed by someone else. Remove the second group and the first cannot hedge at a sensible price — market structure, not an endorsement of either role.

The four families

Family Right or obligation? Standardised? Paid at inception?
Forward Both sides obliged Bespoke, OTC Nothing
Future Both sides obliged Standardised, on-exchange Margin, not a price
Option Buyer has the right; seller is obliged Both types exist A premium
Swap Both sides obliged Mostly OTC, increasingly cleared Nothing

Two axes: obligation versus right, standardised versus bespoke. Everything else in this domain is a recombination.

The four numbers

  1. Notional ≠ value. Notional scales the payments and never moves. BIS surveys put OTC notional at roughly $600–750 trillion, gross market value near $20 trillion (about 3%), and credit exposure after netting near $3 trillion (under 0.5%). A headline using the first to describe the third answers the wrong question.
  2. Leverage L = notional ÷ capital, and equity change = L × underlying change. At 13:1, a 5% move is a 65% swing in capital.
  3. Ruin point = 1 ÷ L. At 13:1 a 7.7% adverse move erases the deposit; at 30:1, 3.3%. And the loss does not stop at zero — a leveraged derivative position can lose more than the amount put in, leaving a debt.
  4. Netting and margin shrink credit exposure by orders of magnitude. $50 billion of notional between two banks can net to $40 million, then be collateralised down again.

The safety machinery

A clearing house performs novation (one trade becomes two, both facing the CCP), collects initial margin and variation margin (daily cash settlement, so no obligation accumulates), and absorbs a member failure through an ordered default waterfall: the defaulter's margin, its default-fund contribution, the CCP's own capital, then the mutualised fund. It does not delete risk — it concentrates it in one node that must not fail, as the 2018 Nasdaq Clearing default showed.

The three disasters, and the one diagnosis

  • Barings, 1995 — £827 million on short Nikkei straddles and stacked futures, hidden in an unaudited error account by a trader who also ran his own back office.
  • LTCM, 1998 — about $4.6 billion lost in under four months at roughly 26.6:1 leverage, when every "diversified" spread turned out to share one factor absent from the sample.
  • AIG and CDOs, 2008 — roughly half a trillion in notional protection written with no reserves, on a correlation assumption that failed nationally, with collateral triggers that fired on the writer's own downgrade.

Three instruments, three decades, one diagnosis: leverage and opacity. In every case the contracts performed exactly as written. What failed was the amount of exposure carried against the capital behind it, and the fact that nobody could see it in time.

What this course deliberately did not do

  • It never suggested trading a derivative, or claimed any strategy works. Every payoff was arithmetic; every position was hypothetical and rounded for illustration.
  • It never softened the record. Regulator-mandated disclosures on leveraged retail products commonly show losses across the 70s and 80s percent of retail accounts, with ESMA reporting roughly 74–89% in its pre-2018 samples, and studies of complete retail brokerage records find only a small minority consistently profitable net of costs — documented population statistics, not warnings invented here.

Before you sit it

Each of these is a minute at your desk. Any one that is not names the lesson to reopen first.

Try it now

  1. Read today's price off the chart below and describe the instrument in the course's terms: name the underlying, compute the notional of 1,000 units, and state the ruin point at 10:1.
Interactive candles chart: CL.COMM (1Y)
  1. Now scan the year for days that moved more than that ruin point, and count them. Measure the worst one. Then write the sentence that follows from the count.
  2. Explain to someone else, in under a minute, why "$700 trillion of derivatives" is both true and misleading. If you can, the most valuable idea here has landed.

Checkpoint quiz next, then the courses that open each family. Nothing here was a recommendation to buy, sell, or enter any contract — you have learned what these instruments are and what the arithmetic does, which is education, not advice.