I've been given a formula that has to do with the calculation of hedge position, but I'm struggling to understand it. I'm really new to financial Maths or financial in general.
The formula is: $\frac{-\beta_{asset} \times p_{asset} \times q_{asset}}{p_{spy}}$
Where $\beta_{asset}$ is the sensitivity of asset to the market, $p_{asset}$ is the price of the asset, $q_{asset}$ is quantity of traded assets in a portfolio and $p_{spy}$ is the price of SPY (S&P ETF).
I don't know exactly what that formula returns. Given its dimensionality it seems to be a quantity, but I don't know if it's a delta on the current's asset position.
What I'm asked for exactly is to use that formula to determine the current position in hedge instrument SPY required position and required adjustment.