what is the sharpe ratio of toncoin?
Published 8/16/2024, 9:03:15 PM
To calculate the Sharpe Ratio for Toncoin, we need the following components:
1. **Average Return**: The average return of Toncoin over a specified period. 2. **Risk-Free Rate**: The return of a risk-free asset (commonly the yield on government bonds). 3. **Standard Deviation of Returns**: The volatility of Toncoin's returns over the same period.
### Data Summary for Toncoin - **Current Price**: $6.51 - **Market Cap**: $16.41 billion - **Circulating Supply**: 2.52 billion TON - **Total Supply**: 5.11 billion TON - **Price Change (30 days)**: -9.03% - **Market Cap Change (30 days)**: -8.77% - **Volume Change (30 days)**: +119.14%
### Steps to Calculate the Sharpe Ratio 1. **Calculate Average Return**: We can use the price changes over the last 30 days to estimate the average return. 2. **Determine Risk-Free Rate**: For simplicity, we can assume a risk-free rate of around 2% (this can vary based on current economic conditions). 3. **Calculate Standard Deviation of Returns**: This will require the daily price changes over the last 30 days.
### Calculation 1. **Average Return**: - The average return can be approximated from the price change percentage over the last 30 days. - Average Return = -9.03% / 30 = -0.301% per day.
2. **Standard Deviation**: - Since we don't have daily price data, we cannot calculate the standard deviation directly. However, we can assume a volatility based on the price change percentage.
3. **Sharpe Ratio Formula**: \[ \text{Sharpe Ratio} = \frac{\text{Average Return} - \text{Risk-Free Rate}}{\text{Standard Deviation}} \]
Given the lack of specific daily price data, we cannot compute the exact Sharpe Ratio at this moment. If you have access to daily price data for Toncoin, I can assist you in calculating the standard deviation and subsequently the Sharpe Ratio.
### Conclusion - **Sharpe Ratio Calculation**: Cannot be completed without daily price data for Toncoin. - **Recommendation**: If you can provide daily price data or access to a source that does, I can help you calculate the Sharpe Ratio accurately.
If you have any further questions or need assistance with something else, feel free to ask!