<p>It happens to every new gold investor. You go online and see the gold spot price: let’s say it’s around $4,081.65. Now, let’s say the front-month COMEX futures contract is $4,103.80.</p>
<p>It’s for the same metal. You see the two figures at the same moment.</p>
<p>And yet, the gold spot price vs futures price is $22.15 apart. So, what does that mean for your investment?</p>
<p>The <a href="https://www.moneymetals.com/gold-price">gold spot price</a> and the gold futures price are not in conflict, and neither one is wrong.</p>
<p>Spot is the price for <a href="https://www.moneymetals.com/price/what-does-spot-price-mean">immediate settlement</a>.</p>
<p>A futures contract is a price agreed today for delivery on a set date weeks or months out. The difference between them has a name and a formula: the cost of carry.</p>
<p>The cost of carry is worth understanding before you buy anything. It explains why a futures position gets more expensive the longer you hold it, and why the futures price quoted in financial headlines is not the number your bullion order prices against.</p>
<h2>Gold Spot Price vs. Futures Price: The Short Answer</h2>
<p>The difference between spot price vs futures price comes down to when the metal changes hands. Spot gold settles in about two days, while a gold futures contract sets a price now for delivery on a fixed date months away.</p>
<p>That gap in timing shapes every other difference between the two. It changes what you own, what you pay up front, and what the position costs you to hold.</p>
<p>Gold spot price vs. futures price at a glance</p>
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<th class="p-3 text-left text-sm font-semibold">Attribute</th>
<th class="p-3 text-left text-sm font-semibold">Spot Price</th>
<th class="p-3 text-left text-sm font-semibold">Gold Futures</th>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">What it prices</th>
<td class="p-3 text-sm text-slate-700">Metal for immediate settlement, about two days</td>
<td class="p-3 text-sm text-slate-700">A contract for delivery on a set future date</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Where it’s set</th>
<td class="p-3 text-sm text-slate-700">The London OTC market and the COMEX front month</td>
<td class="p-3 text-sm text-slate-700">COMEX contract months (GC)</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">What you own</th>
<td class="p-3 text-sm text-slate-700">The metal, or a claim on it</td>
<td class="p-3 text-sm text-slate-700">A contract obligation</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Capital required</th>
<td class="p-3 text-sm text-slate-700">The full purchase price</td>
<td class="p-3 text-sm text-slate-700">Exchange margin, a fraction of the value</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Ongoing cost</th>
<td class="p-3 text-sm text-slate-700">Storage and insurance</td>
<td class="p-3 text-sm text-slate-700">A rollover cost at each expiry</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Expiry</th>
<td class="p-3 text-sm text-slate-700">None</td>
<td class="p-3 text-sm text-slate-700">A fixed contract month</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Typical holder</th>
<td class="p-3 text-sm text-slate-700">People who want to hold metal</td>
<td class="p-3 text-sm text-slate-700">Traders and hedgers</td>
</tr>
</tbody>
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<p><em>COMEX gold trades six active contract months: February, April, June, August, October, and December.</em></p>
<p>For most buyers, spot is the number that matters. Dealers price physical gold off spot and then add a premium.</p>
<h2>Why Gold Futures Trade Above Spot: Cost of Carry</h2>
<p>Gold futures almost always cost more than spot gold. The reason is simple. Someone has to hold the metal until the delivery date, and holding metal is not free.</p>
<p>Three costs get added to the spot price.</p>
<p>Storage, because a vault charges a fee to keep the bars safe.</p>
<p>Insurance, because someone has to cover the metal while it sits there.</p>
<p>Financing, because cash tied up in gold could have earned interest instead.</p>
<p>Add those three costs to the spot and you get the futures price, or the cost of carry.</p>
<h3>The Formula</h3>
<p><strong>F = (S + storage cost) × (1 + r)áµ—</strong></p>
<p>F is the futures price. S is the spot price, set in the London OTC market run by the LBMA and on COMEX. Storage cost covers vaulting and insurance for the period. The letter r is the risk-free rate, the yield on short-term Treasury bills. And t is the time to delivery, measured in years.</p>
<p>Cost of carry, worked against a live quote — 30 July 2026</p>
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<th class="p-3 text-left text-sm font-semibold">Input</th>
<th class="p-3 text-left text-sm font-semibold">Value</th>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Spot gold (S)</th>
<td class="p-3 text-sm text-slate-700">$4,081.65</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Storage and insurance</th>
<td class="p-3 text-sm text-slate-700">0.50% a year, or $1.62</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Risk-free rate (r) — 3-month Treasury bill yield</th>
<td class="p-3 text-sm text-slate-700">3.86%</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Time to delivery (t)</th>
<td class="p-3 text-sm text-slate-700">29 days, or 0.08 years</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Theoretical futures price (F)</th>
<td class="p-3 text-sm text-slate-700">$4,095.58</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Actual COMEX August contract</th>
<td class="p-3 text-sm text-slate-700">$4,103.80</td>
</tr>
<tr class="divide-x divide-slate-200 even:bg-slate-50">
<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Difference</th>
<td class="p-3 text-sm text-slate-700">$8.22</td>
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<p><em>All figures in U.S. dollars per troy ounce. Rates and prices move daily; this example is dated and will not stay current.</em></p>
<p>The formula gets close, but it does not land on the nose. Two things explain the rest.</p>
<p>First, the two prices are not quoted at the same instant. Spot moves all day. So does the contract.</p>
<p>Second, traders bid up the contract when they want gold exposure right now. That extra demand shows up in the price.</p>
<p>The gap between spot and futures has a name: the “<strong>basis</strong>.” As a contract nears expiration, the basis shrinks toward zero, because the two prices have to meet on delivery day.</p>
<p>Traders call that drift <strong>convergence</strong>. It is why the front-month contract stays near spot, while a contract dated a year out does not.</p>
<p>One warning. Rates move continuously, and so does gold. These figures are from July 29, 2026. Run the math again with fresh numbers before you use it to make an investment decision.</p>
<h2>A Real Spot-to-Futures Spread, Worked</h2>
<p>Theory is easy. Here is the actual COMEX gold curve, pulled on July 30, 2026.</p>
<p>COMEX gold futures curve — 30 July 2026</p>
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<th class="p-3 text-left text-sm font-semibold">Contract month</th>
<th class="p-3 text-left text-sm font-semibold">Price ($/oz)</th>
<th class="p-3 text-left text-sm font-semibold">Premium over Aug contract</th>
<th class="p-3 text-left text-sm font-semibold">Annualized carry</th>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">August 2026 (GCQ26 · front month)</th>
<td class="p-3 text-sm text-slate-700">4,103.80</td>
<td class="p-3 text-sm text-slate-700">— (baseline contract)</td>
<td class="p-3 text-sm text-slate-700">— (baseline contract)</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">October 2026 (GCV26)</th>
<td class="p-3 text-sm text-slate-700">4,131.20</td>
<td class="p-3 text-sm text-slate-700">+$27.40</td>
<td class="p-3 text-sm text-slate-700">4.00%</td>
</tr>
<tr class="divide-x divide-slate-200 even:bg-slate-50">
<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">December 2026 (GCZ26)</th>
<td class="p-3 text-sm text-slate-700">4,164.20</td>
<td class="p-3 text-sm text-slate-700">+$60.40</td>
<td class="p-3 text-sm text-slate-700">4.40%</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">February 2027 (GCG27)</th>
<td class="p-3 text-sm text-slate-700">4,207.50</td>
<td class="p-3 text-sm text-slate-700">+$103.70</td>
<td class="p-3 text-sm text-slate-700">5.07%</td>
</tr>
<tr class="divide-x divide-slate-200 even:bg-slate-50">
<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">April 2027 (GCJ27)</th>
<td class="p-3 text-sm text-slate-700">4,240.20</td>
<td class="p-3 text-sm text-slate-700">+$136.40</td>
<td class="p-3 text-sm text-slate-700">4.99%</td>
</tr>
<tr class="divide-x divide-slate-200 even:bg-slate-50">
<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">June 2027 (GCM27)</th>
<td class="p-3 text-sm text-slate-700">4,265.50</td>
<td class="p-3 text-sm text-slate-700">+$161.70</td>
<td class="p-3 text-sm text-slate-700">4.73%</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<p><em>Prices in U.S. dollars per troy ounce. Annualized carry is the premium over the August contract, divided by the August price, then scaled to a full year. Source: CME Group.</em></p>
<p>When you look at this data, remember this principle: read the shape, not a single number.</p>
<p>In this case, <strong>the curve slopes up</strong>. Each contract further out costs more than the one before it. That upward slope is called contango, and it is what the cost of carry looks like when you plot it. Every extra month of storage, insurance, and financing gets priced into the next contract along.</p>
<p>Now look at the last column. The annualized carry sits between 4.00% and 5.1% across the whole curve. That is close to the 3-month Treasury bill yield of 3.86%, plus a small charge for storage.</p>
<p>The market is not forecasting a gold rally here. It is charging you the cost of waiting.</p>
<p>A flat curve would mean that the carry is near zero. An inverted curve, where the near contracts cost more than the far ones, is called <strong>backwardation</strong>.</p>
<p>That is a rare occurrence in the gold market. When it does happen, it usually occurs because of trouble with sourcing physical metal for near-term delivery.</p>
<p>One note on the spot price. Spot gold was $4,081.65 when this snapshot was taken, which put the August contract about $22 above it. Treat that gap loosely. Spot trades in the London OTC market and futures trade on COMEX, so the two quotes rarely tick in step. The gaps between contract months are the firmer measure, because they all come from one exchange at one moment.</p>
<p>The rule of thumb outlasts the table. In a normal gold market, futures run above spot by roughly the short-term interest rate plus storage. Call it 4% to 5% a year at today’s rates. The prices change daily. The shape does not.</p>
<h2>Contango and Backwardation: Reading the Gold Curve</h2>
<p>The shape of the forward curve has two names, depending on which way it tilts.</p>
<p><strong>Contango</strong> means later contracts cost more than nearer ones. This is the normal state for gold, and the cost of carry is the reason. Someone has to store, insure, and finance the metal until delivery, so more distant delivery costs more.</p>
<p>Gold sits in contango far more often than most commodities. Oil, wheat, and copper get consumed, so a refinery or a mill short of material this month will pay extra to get it now. That can push near prices above far ones.</p>
<p>In contrast, gold does not get used up. Almost every ounce of gold ever mined still exists, either in bullion form or in some form of commodity. With a huge above-ground stock and no industrial urgency, there is rarely a reason to pay more for metal today than for metal in June.</p>
<p><strong>Backwardation</strong> is the reverse. Nearer contracts cost more than later ones. In gold this is rare. When it shows up, it points to physical tightness. Metal is hard to source for near-term delivery, and the people holding it will not part with it at the usual price. Gold moved into backwardation during the 2008 financial crisis, and it has surfaced briefly at other moments of market stress.</p>
<p>Traders once watched a single number for this: GOFO, the Gold Forward Offered Rate. The LBMA stopped publishing it on 30 January 2015, so the curve itself is now the signal you read.</p>
<p>Either way, convergence still holds. On delivery day the front contract and spot meet.</p>
<p>Here is why a physical buyer should care. Backwardation has historically coincided with tight wholesale supply and wider dealer premiums. That is an observation about market conditions, not a forecast about price.</p>
<p>Right now the curve slopes up. Gold is in contango, at a carry of roughly 4% to 5% a year.</p>
<h2>The Roll Cost: What Futures Charge You for Holding On</h2>
<p>A futures contract does not just sit there. It expires. If you want to keep the position, you have to sell the contract that is about to expire and buy the next one out. That is a rollover, and you pay the gap between the two contracts every time you do it.</p>
<p>Look back at the curve. Holding gold from the August 2026 contract through to June 2027 costs $161.70 an ounce in spread. That works out to about 4.7% a year. Roll four times or six times, it makes little difference. The cost is the carry, and the carry does not care how you slice it.</p>
<p>Physical metal charges you differently. You pay a premium over spot once, at purchase, and then storage if you vault it. A <a href="https://www.moneymetals.com/buy/gold/american-gold-eagle/1-oz-gold-eagle-coins">1 oz Gold American Eagle</a> runs about 3.6% over spot at Money Metals today. A 1 oz Canadian Maple Leaf runs about 2.1%. Depository storage runs about 0.49% a year, and nothing at all if you keep the metal yourself.</p>
<p>One cost repeats every year. The other lands once. That is the whole comparison.</p>
<p>Cost of holding one ounce of gold, futures versus physical — 30 July 2026</p>
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<th class="p-3 text-left text-sm font-semibold">Holding period</th>
<th class="p-3 text-left text-sm font-semibold">Futures roll cost</th>
<th class="p-3 text-left text-sm font-semibold">Eagle premium + storage</th>
<th class="p-3 text-left text-sm font-semibold">Cheaper</th>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">3 months</th>
<td class="p-3 text-sm text-slate-700">1.18% ($48/oz)</td>
<td class="p-3 text-sm text-slate-700">3.67% ($150/oz)</td>
<td class="p-3 text-sm text-slate-700">Futures</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">6 months</th>
<td class="p-3 text-sm text-slate-700">2.37% ($97/oz)</td>
<td class="p-3 text-sm text-slate-700">3.80% ($155/oz)</td>
<td class="p-3 text-sm text-slate-700">Futures</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">1 year</th>
<td class="p-3 text-sm text-slate-700">4.73% ($193/oz)</td>
<td class="p-3 text-sm text-slate-700">4.04% ($165/oz)</td>
<td class="p-3 text-sm text-slate-700">Physical</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">3 years</th>
<td class="p-3 text-sm text-slate-700">14.19% ($579/oz)</td>
<td class="p-3 text-sm text-slate-700">5.02% ($205/oz)</td>
<td class="p-3 text-sm text-slate-700">Physical</td>
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</tbody>
</table>
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<p><em><strong>Crossover: about 10 months.</strong> Assumes a futures carry of 4.73% a year, a 3.55% premium on a 1 oz Gold American Eagle, and depository storage at 0.49% a year on a spot price of $4,081.65. A lower-premium coin crosses over sooner — roughly six months at a 2.1% premium. Storage is billed at a $96 annual minimum, so the percentage rate applies only to larger holdings. Futures commissions and the bid-ask spread on each roll are not included.</em></p>
<p>The rule of thumb you will read elsewhere is that bullion gets cheaper than futures past about three months, or more than one rollover. At today’s numbers, that is too aggressive. Run the math and the crossover lands at roughly ten months for an Eagle and about six months for a lower-premium coin such as a Maple Leaf.</p>
<p>The premium you pay is what moves that date. Pay 4% over spot and futures stay cheaper for the better part of a year. Pay 2% and the crossover arrives in half that time. This is the practical case for buying low-premium bullion, and it is arithmetic rather than opinion.</p>
<p>There are two things left out of this table, both of which favor physical gold. Futures carry brokerage commissions and a bid-ask spread on every roll. Metal kept at home carries no storage fee at all.</p>
<h2>Margin, Leverage, and Contract Specs</h2>
<p>One COMEX gold contract (GC) covers 100 troy ounces. At roughly $4,081 an ounce, that is about $408,100 of gold in a single contract.</p>
<p>You do not post the full $408,100. You post margin, which is a good-faith deposit set by the exchange. Gold margin has typically run in the single digits as a share of contract value, which puts the leverage somewhere near ten to twenty times. <a target="_blank" rel="noopener" href="https://www.cmegroup.com/markets/metals/precious/gold.margins.html">CME publishes the current figures</a> and raises them when volatility rises, so check the number rather than assume it.</p>
<p>Smaller contracts exist. Micro gold (MGC) covers 10 troy ounces, a tenth of the standard contract, and CME lists a 1-ounce gold contract as well.</p>
<p>This is the real appeal of futures, and it is worth saying plainly. A few thousand dollars can control exposure to far more metal than the same money would buy outright. Traders and hedgers use futures for exactly that reason.</p>
<p>The same leverage runs in reverse. If the price moves against you, the loss lands on the full contract value, not on your deposit. Fall below the maintenance level and you get a margin call: add cash, or the position gets closed for you. That can happen at the worst possible moment, and it does not pause to weigh whether your long-term view is right.</p>
<p>There is another practical note that investors should consider. Futures require a brokerage account with margin approval and a broker who clears them. Buying an ounce of gold does not.</p>
<h2>Can You Take Delivery of Gold Futures?</h2>
<p>Yes. COMEX gold is a physically settled contract, and a buyer who holds through the delivery period can end up with metal. However, let’s take a quick look at what that entails.</p>
<p>Delivery comes in whole contracts. One contract is 100 troy ounces, which is about $408,100 of gold at today’s price. There is no partial delivery. You cannot take eleven ounces.</p>
<p>The metal has to meet exchange standards for fineness, and the bars must come from a refiner on the exchange’s approved list. It sits in a licensed depository, not on your doorstep. You have to carry the position into the delivery month and follow the notice procedures your broker and the exchange require.</p>
<p>Very few people do any of this. The overwhelming majority of contracts get closed or rolled before delivery, because most people in this market want price exposure rather than bars.</p>
<p>Here is the part that matters most. What you receive is a warrant, a title document showing that a specific lot of metal in a specific vault belongs to you.</p>
<p>That is real ownership. However, it is not the same thing as metal you can hold, move, or sell without going through the depository first.</p>
<p>Compare that with buying an ounce of bullion.</p>
<ul>
<li>No contract size floor.</li>
<li>No delivery window.</li>
<li>No depository account. If you would rather have metal held for you by professionals, <a href="https://www.moneymetals.com/vaultsecure">VaultSecure</a> does that without any of the contract mechanics.</li>
</ul>
<h2>Which Price Should You Watch When Buying Physical Gold?</h2>
<p>Keep an eye on the spot price. Dealers price physical gold off the spot price and then add a premium. The futures quote in a news headline is not the number your order prices against.</p>
<p>So, does anybody actually buy gold at spot?</p>
<p>At the retail level, this essentially never happens. Exceptions <em>may</em> exist during times of special sales and deals held by exchanges. Spot is a wholesale reference for large, unfabricated quantities, the big bars that move between banks, refiners, and vaults.</p>
<p>Nobody turns those into coins for free. Refining, minting, packaging, shipping, insurance, and the dealer’s own margin all sit on top of the spot price. That stack becomes the premium you pay.</p>
<p>Here is what it looks like on a single coin today.</p>
<p>What one ounce of gold actually costs — 30 July 2026</p>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Spot gold</th>
<td class="p-3 text-sm text-slate-700">$4,081.65</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">1 oz Gold American Eagle</th>
<td class="p-3 text-sm text-slate-700">$4,226.65</td>
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<th scope="row" class="p-3 text-left text-sm font-semibold text-slate-900">Premium over spot</th>
<td class="p-3 text-sm text-slate-700">$145.00 (3.55% over spot)</td>
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<p><em>Prices shown are the lowest available tier and will vary with the product, the quantity ordered, and the payment method chosen. Spot and premiums both change throughout the trading day.</em></p>
<p>Lower-premium products cost less. A 1 oz Canadian Maple Leaf runs about $87 over spot, or 2.13%. Premiums also shift with the product you choose, the quantity you buy, and how you pay.</p>
<p>Finally, note that premiums move on their own. When retail demand surges, mints and dealers run short, and premiums widen even when spot has not moved at all. The reverse happens when demand cools off. That is why the futures curve tells you about carry and tells you nothing about what a coin costs this morning.</p>
<p>Check today’s spot price, then check the premium on the product you actually want.</p>
<h3>Frequently Asked Questions</h3>
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<p>No. Spot is the price for gold settled almost immediately, usually within two days. A futures price is what a buyer and seller agree today for delivery on a set date months ahead. The two track each other closely and meet at expiry, but on any given day they sit at different levels. The gap between them is the cost of carry.</p>
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<h4 class="text-xl font-semibold"><button id="controlsAccordionItemTwo" type="button" class="flex w-full cursor-pointer items-center justify-between gap-2 bg-slate-200 p-4 text-left underline-offset-2 duration-200 hover:bg-slate-100 focus-visible:bg-slate-50 focus-visible:underline focus-visible:outline-hidden" aria-controls="accordionItemTwo" x-on:click="isExpanded = ! isExpanded" x-bind:class="isExpanded ? 'font-bold' : 'font-medium'" x-bind:aria-expanded="isExpanded ? 'true' : 'false'"> <span>Is it better to buy gold futures or actual gold?</span> <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24" fill="none" stroke-width="2" stroke="currentColor" class="size-5 shrink-0 transition" aria-hidden="true" x-bind:class="isExpanded ? 'rotate-180' : ''"> <path stroke-linecap="round" stroke-linejoin="round" d="M19.5 8.25l-7.5 7.5-7.5-7.5"></path> </svg> </button></h4>
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<p>It depends on how long you hold. Futures cost less up front but charge a rollover spread every time a contract expires. Physical gold charges a premium once, at purchase, and then storage if you vault it. At current rates the crossover falls between six and ten months. Below that, futures are cheaper. Beyond that point, bullion is cheaper.</p>
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<h4 class="text-xl font-semibold"><button id="controlsAccordionItemThree" type="button" class="flex w-full cursor-pointer items-center justify-between gap-2 bg-slate-200 p-4 text-left underline-offset-2 duration-200 hover:bg-slate-100 focus-visible:bg-slate-50 focus-visible:underline focus-visible:outline-hidden" aria-controls="accordionItemThree" x-on:click="isExpanded = ! isExpanded" x-bind:class="isExpanded ? 'font-bold' : 'font-medium'" x-bind:aria-expanded="isExpanded ? 'true' : 'false'"> <span>Which is better, spot or futures?</span> <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24" fill="none" stroke-width="2" stroke="currentColor" class="size-5 shrink-0 transition" aria-hidden="true" x-bind:class="isExpanded ? 'rotate-180' : ''"> <path stroke-linecap="round" stroke-linejoin="round" d="M19.5 8.25l-7.5 7.5-7.5-7.5"></path> </svg> </button></h4>
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<p>Neither is better in the abstract, because they answer different questions. Buying at spot through a dealer gets you metal you own outright, with no expiry date and no margin account. Futures give you leveraged price exposure that you have to roll or close before delivery. The choice turns on whether you want the metal or the exposure.</p>
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<h4 class="text-xl font-semibold"><button id="controlsAccordionItemFour" type="button" class="flex w-full cursor-pointer items-center justify-between gap-2 bg-slate-200 p-4 text-left underline-offset-2 duration-200 hover:bg-slate-100 focus-visible:bg-slate-50 focus-visible:underline focus-visible:outline-hidden" aria-controls="accordionItemFour" x-on:click="isExpanded = ! isExpanded" x-bind:class="isExpanded ? 'font-bold' : 'font-medium'" x-bind:aria-expanded="isExpanded ? 'true' : 'false'"> <span>Why do people trade futures instead of spot?</span> <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24" fill="none" stroke-width="2" stroke="currentColor" class="size-5 shrink-0 transition" aria-hidden="true" x-bind:class="isExpanded ? 'rotate-180' : ''"> <path stroke-linecap="round" stroke-linejoin="round" d="M19.5 8.25l-7.5 7.5-7.5-7.5"></path> </svg> </button></h4>
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<p>Leverage, mostly. One COMEX gold contract covers 100 troy ounces, but you post only a fraction of that value as margin, so a modest amount of capital controls a large position. Futures also trade nearly around the clock and carry no storage or insurance cost. The same leverage magnifies losses just as fast.</p>
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<h4 class="text-xl font-semibold"><button id="controlsAccordionItemFive" type="button" class="flex w-full cursor-pointer items-center justify-between gap-2 bg-slate-200 p-4 text-left underline-offset-2 duration-200 hover:bg-slate-100 focus-visible:bg-slate-50 focus-visible:underline focus-visible:outline-hidden" aria-controls="accordionItemFive" x-on:click="isExpanded = ! isExpanded" x-bind:class="isExpanded ? 'font-bold' : 'font-medium'" x-bind:aria-expanded="isExpanded ? 'true' : 'false'"> <span>Does anybody buy gold at spot price?</span> <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24" fill="none" stroke-width="2" stroke="currentColor" class="size-5 shrink-0 transition" aria-hidden="true" x-bind:class="isExpanded ? 'rotate-180' : ''"> <path stroke-linecap="round" stroke-linejoin="round" d="M19.5 8.25l-7.5 7.5-7.5-7.5"></path> </svg> </button></h4>
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<p>Not at the retail level. Spot is a wholesale reference for large, unfabricated bars moving between banks, refiners, and vaults. Turning those bars into coins, rounds, and fabricated bars costs money, so refining, minting, shipping, insurance, and dealer margin all get factored into the retail price. That addition is the premium. A common 1 oz gold coin runs roughly 2% to 4% over spot.</p>
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<h4 class="text-xl font-semibold"><button id="controlsAccordionItemSix" type="button" class="flex w-full cursor-pointer items-center justify-between gap-2 bg-slate-200 p-4 text-left underline-offset-2 duration-200 hover:bg-slate-100 focus-visible:bg-slate-50 focus-visible:underline focus-visible:outline-hidden" aria-controls="accordionItemSix" x-on:click="isExpanded = ! isExpanded" x-bind:class="isExpanded ? 'font-bold' : 'font-medium'" x-bind:aria-expanded="isExpanded ? 'true' : 'false'"> <span>Why is the gold futures price higher than spot?</span> <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24" fill="none" stroke-width="2" stroke="currentColor" class="size-5 shrink-0 transition" aria-hidden="true" x-bind:class="isExpanded ? 'rotate-180' : ''"> <path stroke-linecap="round" stroke-linejoin="round" d="M19.5 8.25l-7.5 7.5-7.5-7.5"></path> </svg> </button></h4>
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<p>Because someone has to carry the metal until delivery, and carrying it is not free. Storage, insurance, and the interest given up on the cash tied up in gold all get priced into the contract. Add those to spot and you get the futures price. Traders call this the cost of carry. It currently runs about 4% to 5% a year.</p>
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<h4 class="text-xl font-semibold"><button id="controlsAccordionItemSeven" type="button" class="flex w-full cursor-pointer items-center justify-between gap-2 bg-slate-200 p-4 text-left underline-offset-2 duration-200 hover:bg-slate-100 focus-visible:bg-slate-50 focus-visible:underline focus-visible:outline-hidden" aria-controls="accordionItemSeven" x-on:click="isExpanded = ! isExpanded" x-bind:class="isExpanded ? 'font-bold' : 'font-medium'" x-bind:aria-expanded="isExpanded ? 'true' : 'false'"> <span>What happens to gold futures at expiration?</span> <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24" fill="none" stroke-width="2" stroke="currentColor" class="size-5 shrink-0 transition" aria-hidden="true" x-bind:class="isExpanded ? 'rotate-180' : ''"> <path stroke-linecap="round" stroke-linejoin="round" d="M19.5 8.25l-7.5 7.5-7.5-7.5"></path> </svg> </button></h4>
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<p>Three things can happen. Most holders close the position before expiry. Others roll it, selling the expiring contract and buying a later one. A small minority stand for delivery and receive a warrant for metal held in a licensed depository. As expiry nears, the contract price converges with spot.</p>
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<h5 class="text-2xl mt-8">Conclusion</h5>
<p>The spread between spot and futures is not a mystery. It is the cost of carry — storage, insurance, and financing — and the market prices it in the open for anyone to read. The difference is who pays it and how often. A futures holder pays it again at every rollover. A bullion buyer pays a premium once.</p>
<p>That is the whole comparison in a sentence: futures are cheaper for months, bullion is cheaper for years, and at today’s rates the line falls somewhere between six and ten months depending on the premium you pay.</p>
