If you had invested $ 1,000.00 (change) years ago 5 years, ago, you would now have:
type |
Ex - Dividend Date |
payment date |
value |
|---|---|---|---|
| Dividend | 09/25/2025 | 09/29/2025 | 0,25100000 |
| Dividend | 06/25/2025 | 06/27/2025 | 0,26400000 |
| Dividend | 03/25/2025 | 03/27/2025 | 0,25100000 |
| Dividend | 12/23/2024 | 12/26/2024 | 0,23500000 |
| Dividend | 09/26/2024 | 09/30/2024 | 0,27347000 |
| Dividend | 06/27/2024 | 07/01/2024 | 0,21286000 |
| Dividend | 03/26/2024 | 03/28/2024 | 0,21600000 |
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The REX VolMAXX Long VIX Futures Strat ETF (VMAX) is an international index fund from (United States) with a market capitalization of $ 48.53 M.
The current price of VMAX is $ 54.84, and its performance over the last 12 months was 9.42%. Investors who bought this ETF a year ago achieved a return of 0.0942%.
Investing in REX VolMAXX Long VIX Futures Strat ETF can be done through brokerages with access to the international market or, when available, via BDRs in Brazil.
The quote for VMAX today is $ 54.84, with a variation of 9.42% compared to the last year. The price of VMAX started the year negociando na casa dos $ 48.02 e hoje está em $ 54.84. Acompanhe o gráfico of real-time price, the historical price of VMAX, and all information about this ETF.
Currently, VMAX is quoted at $ 54.84 and has a market capitalization of approximately $ 48.530.617,00. In the last year, the ETF recorded a return of , considering only the variation of the share.
It is important to remember that past performance does not guarantee future results. This should not be seen as an investment recommendation.
You can invest in VMAX through any brokerage that offers access to U.S. ETFs.
Simply open an account, search for the ticker VMAX, choose the number of units you want to buy, and place your order.
The investment is made in U.S. dollars and can be done through traditional or online trading platforms.
The yield of VMAX was 3.94% in the last month and in the last year.
If you wanted to buy 100 shares of VMAX today, the total investment would be $ 5,484.00, based on the current price of $ 54.84.
Após 1 mês a rentabilidade seria de $ 5,700.07.
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