In: Finance
| 
 Business conditions  | 
 Boom  | 
 Good  | 
 Normal  | 
 Recession  | 
 Poor  | 
| 
 Probability  | 
 0.05  | 
 0.25  | 
 0.40  | 
 0.25  | 
 0.05  | 
| 
 Petronas share return %  | 
 12  | 
 10  | 
 4  | 
 -2  | 
 -7  | 
| 
 Maxis share return %  | 
 26  | 
 12  | 
 8  | 
 -6  | 
 -22  | 
| 
 Berjaya share return %  | 
 41  | 
 23  | 
 12  | 
 -27  | 
 -55  | 
For the above shares if the expected inter correlations are given as follows:
| 
 Investment in RM millions  | 
 Weight  | 
 Correlation  | 
|
| 
 Petronas  | 
 23  | 
 ?  | 
 0.15(P,M)  | 
| 
 Maxis  | 
 47  | 
 ?  | 
 0.25(M,B)  | 
| 
 Berjaya  | 
 40  | 
 ?  | 
 0.35(B,P)  | 
g) Portfolio Sharpe ratio
1 computation of weight
| S.no | Share name | Investment amounts | Weight(specific share/total investment) | 
| 1 | Petronas | 23 | 0.2091 (23/110) | 
| 2 | Maxis | 47 | 0.4273 (47/110) | 
| 3 | Berjaya | 40 | 0.3636 (40/110) | 
| 110 | 
2. Computation of expected return on portfolio

So return on portfolio is 4.0259
3. Expected portfolio risk

Portfolio risk =
=
=56.7248
4 sharp ratio = (return on security - risk free return)/standard deviations
Here we have not risk free return information so we could not calculate sharp ratio.