What If You Invested $1,000 in Opendoor Technologies (OPEN)?
Enter any amount and start date. We use historical prices to show your hypothetical return.
Historical extremes
What if you bought at the best or worst time? Check max profit, max drawdown, and total return since IPO.
Max profit
+1,954%
(20.5 times)
- Buy
- Jun 25, 2025
- $0.51
- Sell
- Sep 11, 2025
- $10.52
Buying OPEN at the best price and selling at the peak would have turned $1,000 into $20,538.85.
Max drawdown
98.57%
(fell to 1% of peak)
- Peak
- Feb 11, 2021
- $35.88
- Trough
- Jun 25, 2025
- $0.51
A $1,000 investment in OPEN at the peak would have shrunk to $14.28 at the trough.
Return since IPO
53.61%
(0.46 times)
- IPO
- Jun 18, 2020
- $10.8
- Current
- May 8, 2026
- $5.01
A $1,000 investment in OPEN at IPO would be worth $463.89 today.
Frequently asked questions
What is Opendoor Technologies (OPEN) stock's all-time high (ATH) and all-time low (ATL)?
Opendoor Technologies (OPEN) stock's all-time low (ATL) was $0.51 on Jun 25, 2025. The all-time high (ATH) was $35.88 on Feb 11, 2021.
What if you invested $1,000 in Opendoor Technologies (OPEN) stock for maximum profit?
Buying Opendoor Technologies (OPEN) stock at the best price ($0.51 on Jun 25, 2025) and selling at the peak ($10.52 on Sep 11, 2025) would have turned $1,000 into $20,538.85. Historical return: +1,953.89% (20.5 times).
What are Opendoor Technologies (OPEN)'s best buy and sell dates for maximum profit?
The best buy date for Opendoor Technologies (OPEN) stock was Jun 25, 2025 at $0.51. The best sell date was Sep 11, 2025 at $10.52. This investment would have returned +1,953.89% (20.5 times).
What was Opendoor Technologies (OPEN) stock's maximum drawdown?
Opendoor Technologies (OPEN) stock's worst decline was 98.57% (fell to 1% of peak) from peak to trough. Peak: $35.88 on Feb 11, 2021. Trough: $0.51 on Jun 25, 2025. A $1,000 investment at the peak would have been worth $14.28 at the trough.
What if you bought Opendoor Technologies (OPEN) stock at IPO?
A $1,000 investment in Opendoor Technologies (OPEN) stock at IPO ($10.8 on Jun 18, 2020) would be worth $463.89 today. Historical return: 53.61% (0.46 times). Current stock price: $5.01 as of May 8, 2026.
What if you invested $1,000 in Opendoor Technologies (OPEN) 5 years ago?
A $1,000 investment in Opendoor Technologies (OPEN) stock 5 years ago ($18.7 on May 7, 2021) would be worth $267.91 today. Historical return: 73.21% (0.27 times). Current stock price: $5.01 as of May 8, 2026.
Data & methodology
How does the investment calculator work?
Enter an investment amount and a start date. We use historical stock prices to calculate how many shares you would have bought, then apply the current price to show your hypothetical portfolio value and return.
What are Historical extremes?
Max profit: the best buy and sell dates that maximize percentage return. Max drawdown: the largest peak-to-trough decline in price. Return since IPO: total return from IPO date to the latest price.
What is Max drawdown?
Maximum drawdown is the largest peak-to-trough decline in price. It shows the worst drop from any prior high to a subsequent low. Peak and Trough are the dates and prices at which this decline occurred.
Does this include dividends?
The calculator uses adjusted closing prices when available, which account for stock splits and dividends. For the most accurate results, we recommend using data that includes dividend adjustments.
Where does the price data come from?
Historical prices are dividend-adjusted closing prices from our data provider. The calculator and Historical extremes use the same data source for consistent results.
How are the dollar amounts in the cards calculated?
The dollar amounts in Historical extremes use the investment amount you select in the calculator above (e.g. $1,000). They show what your investment would have been worth at the Buy/Peak/IPO date versus the Sell/Trough/Current date.
What date range can I use?
The available date range depends on our historical price data for OPEN. You can select any date between our first and most recent data point.
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