若/m-5/+m^2-12m+36=0,求m,n

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若/m-5/+m^2-12m+36=0,求m,n
若/m-5/+m^2-12m+36=0,求m,n

若/m-5/+m^2-12m+36=0,求m,n
/m-5/+n^2-12n+36=0
/m-5/+(n-6)^2=0
则 m-5=0,m=5
n-6=0,n=6

/m-5/+n^2-12n+36=0
/m-5/+(n-6)²=0
所以:
m-5=0
n-6=0
即:
m=5
n=6