Answer:
the Palmer Heights apartment has more risk
Step-by-step explanation:
first we need to calculate the expected cash flow for each apartment:
Palmer Heights: =0.2*70+0.2*75+0.2*90+0.2*105+0.2*110
=90
Crenshaw Village: =0.2*75+0.3*80+0.4*90+0.1*100
=85
then is necessary get the coefficient of variation:
Palmer Heights: =sqrt(0.2*(70-90)^2+0.2*(75-90)^2+0.2*(90-90)^2+0.2*(105-90)^2+0.2*(110-90)^2)/90
=0.175682092
Crenshaw Village:
=sqrt(0.2*(75-85)^2+0.3*(80-85)^2+0.4*(90-85)^2+0.1*(100-85)^2)/85
=0.09112902
3.
the Palmer coefficient has a bigger value so we conclude that Palmer Heights has more risk