there are similar questions like this in Qbank:
set up an equation like this:
expected port return = x * (expected return of risky) + (1-x) (risk free) with x being the weight of risky asset
solve for x and you should get it
I’ve devised a formula. The weight to risk free asset in a two asset portfolio can be estimated based on either the required risk of the portfolio (SDp) or required return of the portfolio(Rp).
Portfolio risk
Wrf = (SDr-SDp)/SDr
where, Wrf= weight of the risk free asset SDr= Standard deviation of the risky asset SDp= required Standard deviation of the portfolio
Portfolio return
Wrf= (Rp-Rr)/(Rrf-Rr)
where, Wrf= weight of the risk free asset Rp= required return for the portfolio. Rr= return of the risky asset Rrf= return of the risk free asset
Hope it helps.
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