m²-1=m,则m²-m=1,则m²-m+1/4=5/4,则,(m-1/2)²=5/4,则m-1/2=±√5/2,则m=1/2±√5/2
∵n²-1=n,同理可得,n=1/2±√5/2
∵m²=(1/2±√5/2)²=1/4±√5/2+5/4=3/2±√5/2
n²=(1/2±√5/2)²=1/4±√5/2+5/4=3/2±√5/2
又∵√5≈2.236 ...=0,n²>=0,而3/2-√5/2
m²-1=m,则m²-m=1,则m²-m+1/4=5/4,则,(m-1/2)²=5/4,则m-1/2=±√5/2,则m=1/2±√5/2
∵n²-1=n,同理可得,n=1/2±√5/2
∵m²=(1/2±√5/2)²=1/4±√5/2+5/4=3/2±√5/2
n²=(1/2±√5/2)²=1/4±√5/2+5/4=3/2±√5/2
又∵√5≈2.236 ...=0,n²>=0,而3/2-√5/2