答:
AC+CB=a
M是AC中点:MC=AC/2
N是CB中点:CN=CB/2
两式相加:MC+CN=(AC+CB)/2
所以:MN=a/2
C在AB的延长线上:AC-BC=b
M是AC中点:CM=AC/2
N是BC中点:CN=BC/2
两式相减:CM-CN=(AC-BC)/2
所以:MN=b/2
答:
AC+CB=a
M是AC中点:MC=AC/2
N是CB中点:CN=CB/2
两式相加:MC+CN=(AC+CB)/2
所以:MN=a/2
C在AB的延长线上:AC-BC=b
M是AC中点:CM=AC/2
N是BC中点:CN=BC/2
两式相减:CM-CN=(AC-BC)/2
所以:MN=b/2