CBOE/CBOT 10-year U.S. Treasury Note Volatility Index (DISCONTINUED) (^CBCB1USTNV)
4.71
0.00 (0.00%)
USD |
Mar 20, 20:00
CBOE/CBOT 10-year U.S. Treasury Note Volatility Index (DISCONTINUED) Annualized Price Returns Since Inception (Daily)
Annualized Price Returns Since Inception (Daily) Chart
Sep '18
Jan '19
May '19
285.00
270.00
255.00
240.00
Historical Annualized Price Returns Since Inception (Daily) Data
| Date | Value |
|---|---|
| March 20, 2023 | -- |
| March 17, 2023 | -- |
| March 16, 2023 | -- |
| March 15, 2023 | -- |
| March 14, 2023 | -- |
| March 13, 2023 | -- |
| March 10, 2023 | -- |
| March 09, 2023 | -- |
| March 08, 2023 | -- |
| March 07, 2023 | -- |
| March 06, 2023 | -- |
| March 03, 2023 | -- |
| March 02, 2023 | -- |
| March 01, 2023 | -- |
| February 28, 2023 | -- |
| February 27, 2023 | -- |
| February 24, 2023 | -- |
| February 23, 2023 | -- |
| February 22, 2023 | -- |
| February 21, 2023 | -- |
| February 17, 2023 | -- |
| February 16, 2023 | -- |
| February 15, 2023 | -- |
| February 14, 2023 | -- |
| February 13, 2023 | -- |
| Date | Value |
|---|---|
| February 10, 2023 | -- |
| February 09, 2023 | -- |
| February 08, 2023 | -- |
| February 07, 2023 | -- |
| February 06, 2023 | -- |
| February 03, 2023 | -- |
| February 02, 2023 | -- |
| February 01, 2023 | -- |
| January 31, 2023 | -- |
| January 30, 2023 | -- |
| January 27, 2023 | -- |
| January 26, 2023 | -- |
| January 25, 2023 | -- |
| January 24, 2023 | -- |
| January 23, 2023 | -- |
| January 20, 2023 | -- |
| January 19, 2023 | -- |
| January 18, 2023 | -- |
| January 17, 2023 | -- |
| January 13, 2023 | -- |
| January 12, 2023 | -- |
| January 11, 2023 | -- |
| January 10, 2023 | -- |
| January 09, 2023 | -- |
| January 06, 2023 | -- |
Annualized Price Return Definition
Annualized returns are period returns re-scaled to show the compound annual growth rate of the security. This allows investors to compare returns of different assets that they have owned for different lengths of time. It also gives the investor an idea of the returns that they would have returned per year if they had been invested in the security during the time frame of the annualized metric.