"If the underlying Assets and Future Contracts are held till maturity, the hedger bears no risk". Discuss.

The statement "If the underlying Assets and Future Contracts are held till maturity, the hedger bears no risk" is generally true in the context of a perfect hedge, but it's important to understand the underlying assumptions and nuances. Discussion: Hedging with futures contracts aims to mitigate price risk associated with an underlying asset. A hedger takes an opposite position in the futures market to their position in the spot market. For example, if a hedger owns an asset (long spot position), they would sell a futures contract (short futures position) to lock in a selling price. Conversely, if they plan to buy an asset in the future (short spot position), they would buy a futures contract (long futures position) to lock in a purchase price. Why no risk at maturity in a perfect hedge: The core principle behind this statement is that at the maturity of a futures contract, the futures price and the spot price of the underlying asset tend to converge and become equal. This convergence is crucial for a perfect hedge to eliminate risk: Offsetting Gains and Losses: If the spot price of the asset increases, the hedger's long position in the physical asset gains value. Simultaneously, their short position in the futures contract (if they sold futures) will incur a loss. Conversely, if the spot price decreases, the physical asset loses value, but the short futures position gains. Because the spot and futures prices converge at maturity, the gain in one market is exactly offset by the loss in the other, resulting in a net zero profit or loss relative to the hedged price. Price Lock-in: By holding both the underlying asset and the futures contract until the futures contract matures, the hedger effectively locks in a price for their asset. Any fluctuation in the spot price during the life of the contract is neutralized by an opposite movement in the futures price, and at maturity, the final transaction price is determined by the futures price at which the hedge was initiated. The concept of Basis Risk: The statement holds true for a perfect hedge where the underlying asset and the asset specified in the futures contract are identical, and both are held until the futures contract's maturity. However, in reality, hedges are rarely perfect, and hedgers often face basis risk . Definition of Basis: Basis is the difference between the spot price of an asset and the futures price of the same asset (Basis = Spot Price - Futures Price). Basis Risk: Basis risk arises when the spot price and the futures price do not move in perfect lockstep, or when the hedge is closed out before the futures contract matures. If the hedge is lifted before maturity, the basis might not be zero, and its movement can lead to unexpected gains or losses, meaning the hedge is not perfectly effective. Factors Affecting Basis Risk: Basis risk can arise due to: Differences in the characteristics of the underlying asset and the asset specified in the futures contract (e.g., different grades, locations). Changes in supply and demand conditions in the spot market versus the futures market. Liquidity differences between the spot and futures markets. The timing of lifting the hedge (closing out the futures position before maturity). Conclusion: While it is theoretically true that a hedger bears no risk if the underlying assets and futures contracts are held till maturity (assuming a perfect match between the underlying and the futures contract), this ideal scenario is often not met in practice. In real-world hedging, especially when the hedge is lifted before maturity or when there are slight differences between the spot and futures assets, hedgers are exposed to basis risk. Therefore, the statement is accurate under ideal conditions of a perfect hedge held to maturity, but practical hedging often involves managing basis risk.