GC=F vs. HG=F
Compare and contrast key facts about Gold (GC=F) and Copper (HG=F).
Scroll down to visually compare performance, riskiness, drawdowns, and other indicators and decide which better suits your portfolio: GC=F or HG=F.
Correlation
The correlation between GC=F and HG=F is -0.00. This indicates that the assets' prices tend to move in opposite directions. Negative correlation can be particularly beneficial for diversification and risk management, as one asset may offset the losses of the other during market fluctuations.
Performance
GC=F vs. HG=F - Performance Comparison
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Key characteristics
GC=F:
1.91
HG=F:
-0.21
GC=F:
2.49
HG=F:
-0.00
GC=F:
1.33
HG=F:
1.00
GC=F:
4.34
HG=F:
-0.15
GC=F:
10.96
HG=F:
-0.30
GC=F:
3.16%
HG=F:
11.10%
GC=F:
18.12%
HG=F:
26.41%
GC=F:
-44.36%
HG=F:
-99.27%
GC=F:
-6.04%
HG=F:
-11.98%
Returns By Period
In the year-to-date period, GC=F achieves a 21.91% return, which is significantly higher than HG=F's 14.08% return. Over the past 10 years, GC=F has outperformed HG=F with an annualized return of 10.27%, while HG=F has yielded a comparatively lower 4.79% annualized return.
GC=F
21.91%
-3.65%
24.93%
34.68%
12.82%
10.27%
HG=F
14.08%
-1.96%
12.70%
-5.81%
13.85%
4.79%
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Risk-Adjusted Performance
GC=F vs. HG=F — Risk-Adjusted Performance Rank
GC=F
HG=F
GC=F vs. HG=F - Risk-Adjusted Performance Comparison
This table presents a comparison of risk-adjusted performance metrics for Gold (GC=F) and Copper (HG=F). Risk-adjusted metrics are performance indicators that assess an investment's returns in relation to its risk, enabling a more accurate comparison of different investment options.
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Drawdowns
GC=F vs. HG=F - Drawdown Comparison
The maximum GC=F drawdown since its inception was -44.36%, smaller than the maximum HG=F drawdown of -99.27%. Use the drawdown chart below to compare losses from any high point for GC=F and HG=F. For additional features, visit the drawdowns tool.
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Volatility
GC=F vs. HG=F - Volatility Comparison
Gold (GC=F) and Copper (HG=F) have volatilities of 8.79% and 8.59%, respectively, indicating that both stocks experience similar levels of price fluctuations. This suggests that the risk associated with both stocks, as measured by volatility, is nearly the same. The chart below showcases a comparison of their rolling one-month volatility.
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