1)(a+b)/b=a/b+1=5+1=6
2)d/(c+d)=1/[(c+d)/d]=1/[c/d+1]=1/(5+1)=1/6
3)因为 (a+c)/(b+d)-a/b=[(a+c)b-a(b+d)]/[b(b+d)]=(bc-ad)/[b(b+d)]=0 ,
因此 (a+c)/(b+d)=a/b .
1)(a+b)/b=a/b+1=5+1=6
2)d/(c+d)=1/[(c+d)/d]=1/[c/d+1]=1/(5+1)=1/6
3)因为 (a+c)/(b+d)-a/b=[(a+c)b-a(b+d)]/[b(b+d)]=(bc-ad)/[b(b+d)]=0 ,
因此 (a+c)/(b+d)=a/b .