Gold price over 10 years – chart and return
The chart shows gold prices per gram over the last ten years. EUR quotes are converted using the current exchange rate when you select DKK or USD; the change is a metal-price comparison, not your realised investment return.
Gold per gram, 10 years
- Lowest
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- Highest
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- Average
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- for the period
- Volatility
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- standard deviation
The whole history since 1999
Gold price per gram
Rolling period vs. calendar year – and why it matters
When looking at historical gold prices, it is essential to distinguish between a "rolling" period and a "calendar year". A rolling ten-year period means measuring the return from an arbitrary start date and ten years forward, regardless of when in the year the start date falls – for example from 14 March 2014 to 14 March 2024. A calendar year, by contrast, always measures from 1 January to 31 December of a given year. The difference sounds technical, but it matters greatly in practice: the return for "the last ten years" as seen from today will typically differ from the return in a summary that only looks at whole calendar years, because the start and end points fall at different moments within the price's fluctuations. When our site displays yearly summaries, this is normally based on the calendar year's opening and closing price, whereas a rolling period is based on the exact date you choose.
This distinction is particularly important when assessing whether gold has "historically delivered a good return". If, for example, you start the measurement right after a sharp price rise and end right before a decline, the rolling return will look worse than a return measured from trough to peak. You should therefore always be critical of single return figures and instead look at several different start and end points to get a more nuanced picture.
Arithmetic return and average annual return (CAGR)
There are several ways to calculate a return over a period, and they often produce different figures. The simple, total return is calculated as (end price minus start price) divided by start price, multiplied by 100 to get a percentage. This figure tells you how much your investment has grown or declined in value over the entire period, but it says nothing about how the return was distributed year by year.
To find the average annual return over a multi-year period, the so-called CAGR formula (Compound Annual Growth Rate) is used instead, expressed as follows: CAGR = (end price divided by start price) raised to the power of 1 divided by the number of years, minus 1. This calculation accounts for the compounding effect and gives a more accurate picture of the average annual growth rate than simply dividing the total return by the number of years. The two methods can produce markedly different results, especially over periods with large swings, so it is important to be aware of which method underlies a given return figure when comparing sources or periods.
Currency conversion of historical prices – how it is done on this site
Historical gold price data is typically collected in euro or US dollars, as these are the currencies in which the international gold market is primarily traded. To show a Danish user prices in Danish kroner, the historical price series must be converted into DKK. It is important to note that this site's historical series are converted using the current exchange rate between euro and Danish kroner, not the historical exchange rate that actually applied at the relevant historical point in time. In practice, this means that a price swing you see far back in time in krone terms purely reflects the swing in the gold price itself measured in euro – not a combination of gold price swings and the exchange rate swings of that time.
Since the Danish krone has for many years been pegged closely to the euro through the ERM II arrangement, the difference between using the historical and the current EUR/DKK rate is influenced by the exchange-rate peg; the actual difference still depends on the date chosen. If one instead wanted to see historical prices converted from US dollars, the difference between the historical and current rate could be considerably larger, since the dollar exchange rate against both the euro and the krone has fluctuated more over the decades. You should therefore treat long-term historical DKK price series on this site as an approximation well suited to showing the overall development in the gold price, but not as a precise historical accounting reconstruction of what a Danish investor would actually have paid or received in kroner at that particular historical point in time.
Drawdowns and dealer spread over time
The history of the gold price is far from a straight line upward. There have been several marked downturns (so-called drawdowns), where the price has fallen significantly from a previous peak before rising again. A drawdown is typically measured as the percentage difference between a peak price and the subsequent lowest price, before the price again exceeds the previous peak. Looking at historical drawdowns gives a picture of how large a decline in value an investor could, at worst, have experienced along the way, even though the overall long-term return has been positive. This is a useful complement to looking at average annual returns, because a nice average can conceal some very uncomfortable periods along the way.
When assessing a historical return in practice, you should also bear in mind two additional factors that are rarely included in the raw figures. First, dealer spread: if you both bought and sold physical gold through a dealer, you must subtract the dealer's buying and selling spread at both points in time, which reduces your actual realised return compared with the theoretical spot price development. Second, inflation: a nominal return in kroner does not tell you how much purchasing power you have actually gained or lost. To find the real (inflation-adjusted) return, you must compare the gold price's development with the development of the consumer price index over the same period. Both factors can make a difference of several percentage points per year and should always be considered when assessing whether gold has historically been a good investment for your particular situation.
Questions and answers
What is the difference between a rolling return and a calendar-year return?
A rolling return is measured from an arbitrary start date to the same date some years later, while a calendar-year return is always measured from 1 January to 31 December. The two methods can produce different results for the same period because the start and end points hit different parts of the price's fluctuations.
How is CAGR calculated, and why does it differ from the simple return?
CAGR is calculated as (end price divided by start price) raised to the power of 1 divided by the number of years, minus 1. Unlike the simple total return, CAGR accounts for compounding and shows an average annual growth rate that is more accurate over multiple years.
Does the site use historical exchange rates to convert old gold prices into kroner?
No. Historical price series on this site are converted using the current EUR/DKK exchange rate, not the exchange rate that actually applied at the historical point in time. Since the krone has been closely pegged to the euro for many years, the difference is usually limited, but it is not a precise historical reconstruction.
What is a drawdown, and why is it relevant?
A drawdown is the percentage difference between a previous peak price and the subsequent lowest price, before the price rises above the peak again. It shows how large a decline in value an investor could, at worst, have experienced along the way, even during periods with an overall positive return.
Why is my actual return from selling physical gold often lower than the raw spot price development shows?
Because dealers' buying and selling spreads subtract from both sides of the transaction. If you both bought and later sold gold through a dealer, both spreads must be deducted from the theoretical spot price development to find your actually realised return.
Why do I need to account for inflation when assessing gold's historical return?
A nominal return in kroner does not show how much real purchasing power you have gained. By comparing the gold price's development with the development of the consumer price index, you get a real, inflation-adjusted picture of the return, which often differs markedly from the nominal figure.