Compare Goldman Sachs Physical Gold ETF (AAAU) vs Illinois Tool Works Inc. (ITW) Price & Performance
Price performance (Past 24H)
Key statistics
Key statistics
Goldman Sachs Physical Gold ETF vs Illinois Tool Works Inc. — how do they compare? Goldman Sachs Physical Gold ETF trades at $43.47, while Illinois Tool Works Inc. trades at $293.28 (market cap $83.49B). The key difference: Illinois Tool Works Inc. pays a 2.35% dividend while Goldman Sachs Physical Gold ETF pays none, and Illinois Tool Works Inc. is trading nearer its 52-week high, Goldman Sachs Physical Gold ETF nearer its low. Which is the better fit depends on your goals.
| AAAU | ITW | |
|---|---|---|
Sector | Commodities - Metals/Agriculture | Industrials |
52-Week High | $53.21 | $299.60 |
52-Week Low | $32.74 | $241.07 |
Market Cap | — | $83.49B |
Enterprise Value | — | $92.34B |
Dividend Yield | — | 2.35% |
Returns comparison
Trailing returns across standard periods
Returns comparison
Trailing returns across standard periods
Top news
Latest headlines on both assets
Top news
Latest headlines on both assets
About Goldman Sachs Physical Gold ETF
AAAU tracks the price of gold bullion by holding physical gold bars in secure vaults. Managed by Goldman Sachs, this ETF offers a cost-effective way to gain direct exposure to gold without the logistical challenges of storage or insurance.
Read more on AAAU →About Illinois Tool Works Inc.
Illinois Tool Works is a diversified global manufacturer that produces specialized industrial equipment, consumables, and related services. The firm operates 87 global divisions through seven distinct operating segments: automotive OEM, construction products, food equipment, specialty products, test/measurement and electronics, polymers and fluids, and welding. About half of its revenue comes from its operations in North America, with the remainder originating from international markets. ITW takes a bottom-up and decentralized approach to portfolio management, with the exception that each segment must apply its 80/20 operating process modeled on the Pareto principle.
Read more on ITW →
