Answer:
Expected rate of return on this stock= 13.59 %
Step-by-step explanation:
The expected return on investment is the weighted average of all the return from possible outcomes weighted according to the probability of each outcome.
This principle would be applied as follows:
Outcome Probability(P) Return(R) P× R
Boom 0.24 × 23% = 5.52 %
Normal 0.69 × 12% = 8.28 %
Recess 0.07 × -3% = -0.21 %
Expected Return = 5.52 % + 8.28 %-0.21 % = 13.59 %
Expected rate of return on this stock= 13.59 %