服从N(μ,σ^2)
μ=1000,σ=500
则P(x>1500)=1-φ((1500-1000)/500)=φ(1)=0.8413
P(P(x>1500/x>800)=φ((1500-1000)/500)/φ((1500-800)/500)
=φ(1)/φ(7/5)=0.951
1-(φ(1))^3=0.4045
服从N(μ,σ^2)
μ=1000,σ=500
则P(x>1500)=1-φ((1500-1000)/500)=φ(1)=0.8413
P(P(x>1500/x>800)=φ((1500-1000)/500)/φ((1500-800)/500)
=φ(1)/φ(7/5)=0.951
1-(φ(1))^3=0.4045