Xtrackers Russell 2000 UCITS ETF 1C (XRSU.L)
418.10
+0.28
(+0.07%)
USD |
LSE |
Oct 28, 16:00
XRSU.L Price : 418.10 for Oct. 28, 2026
Price Chart
Historical Price Data
| Date | Open | High | Low | Close | Volume |
|---|---|---|---|---|---|
| Oct 28, 2026 | 418.12 | 419.43 | 417.28 | 418.10 | 359.00 |
| Oct 27, 2026 | 412.33 | 417.83 | 412.33 | 417.83 | 1079.00 |
| Oct 26, 2026 | 411.96 | 415.95 | 411.96 | 414.63 | 201.00 |
| Oct 23, 2026 | 412.03 | 412.03 | 408.53 | 411.73 | 1954.00 |
| Oct 22, 2026 | 409.48 | 412.07 | 409.48 | 411.45 | 1357.00 |
| Oct 21, 2026 | 411.38 | 413.95 | 410.62 | 413.10 | 770.00 |
| Oct 20, 2026 | 404.76 | 413.00 | 403.68 | 411.90 | 1263.00 |
| Oct 19, 2026 | 406.64 | 406.74 | 405.55 | 406.38 | 231.00 |
| Oct 16, 2026 | 411.17 | 412.47 | 410.03 | 407.80 | 555.00 |
| Oct 15, 2026 | 405.96 | 406.77 | 405.87 | 408.91 | 95.00 |
| Oct 14, 2026 | 414.27 | 414.33 | 406.95 | 407.16 | 3326.00 |
| Oct 13, 2026 | 416.08 | 416.89 | 412.43 | 412.20 | 1418.00 |
| Oct 12, 2026 | 417.19 | 417.19 | 414.99 | 415.58 | 1113.00 |
| Oct 09, 2026 | 415.78 | 416.48 | 414.53 | 416.20 | 799.00 |
| Oct 08, 2026 | 412.23 | 413.49 | 410.00 | 410.00 | 2379.00 |
| Oct 07, 2026 | 418.77 | 418.90 | 414.27 | 414.20 | 41748.00 |
| Oct 06, 2026 | 423.86 | 424.85 | 422.61 | 422.61 | 144.00 |
| Oct 05, 2026 | 419.98 | 421.46 | 419.00 | 421.46 | 1723.00 |
| Oct 02, 2026 | 419.06 | 422.82 | 418.48 | 420.34 | 1459.00 |
| Oct 01, 2026 | 416.17 | 416.17 | 412.16 | 412.16 | 4575.00 |
| Sep 30, 2026 | 417.15 | 419.32 | 416.11 | 417.70 | 248.00 |
| Sep 29, 2026 | 417.56 | 419.69 | 414.80 | 415.06 | 2703.00 |
| Sep 28, 2026 | 419.32 | 419.36 | 416.67 | 416.91 | 3563.00 |
| Sep 25, 2026 | 422.16 | 422.16 | 419.26 | 420.16 | 2369.00 |
| Sep 24, 2026 | 420.36 | 420.36 | 418.25 | 417.62 | 254.00 |
Price Definition
The price of a security measures the cost to purchase 1 share of a security. For a company, price can be multiplied by shares outstanding to find the market capitalization (value of the company).
Price Range, Past 5 Years
--
Minimum
--
Maximum
--
Average
--
Median