The slope of the linear regression shows the average weekly growth trend of an asset. It indicates whether, on average, the asset has been rising or falling, but it does not show the total accumulated performance. Therefore, an asset may have a positive slope even if it appears behind another in the total return chart. For a complete view, it is important to observe the slope together with the cumulative return, comparing the average trend and real growth.
VOO Slope: -0.0007
Symbol | Slope |
---|---|
ORCL | 0.2256 |
AMD | 0.1198 |
NVDA | 0.1019 |
UBER | 0.0833 |
TSLA | 0.0777 |
MS | 0.0719 |
XOM | 0.0711 |
WFC | 0.0708 |
GS | 0.0661 |
CVX | 0.0657 |
SIEGY | 0.0621 |
SONY | 0.0577 |
C | 0.0545 |
DB | 0.0537 |
EQNR | 0.0518 |
PBR | 0.0497 |
BCS | 0.0482 |
BLK | 0.0469 |
ENOR | 0.0467 |
LLY | 0.0461 |
SHEL | 0.0429 |
BP | 0.0357 |
BAC | 0.0354 |
MSFT | 0.0351 |
ALIZY | 0.0331 |
VLVLY | 0.0329 |
NKE | 0.0324 |
LYG | 0.0321 |
PETR4 | 0.0301 |
HSBC | 0.0287 |
JPM | 0.0262 |
CSCO | 0.0262 |
ADBE | 0.0228 |
ADP | 0.0182 |
MMM | 0.0180 |
QCOM | 0.0180 |
VALE | 0.0143 |
V | 0.0133 |
UBS | 0.0131 |
VOD | 0.0125 |
AXP | 0.0125 |
MA | 0.0121 |
CAT | 0.0103 |
LVMUY | 0.0085 |
NVO | 0.0078 |
PYPL | 0.0074 |
CDNS | 0.0064 |
RY | 0.0036 |
KO | 0.0010 |