Verification: no matter what the real number of M is, the straight line (2m-1) x - (M = 3) y - (M-11) = 0 is constant over a certain point, and the fixed-point coordinates are obtained

Verification: no matter what the real number of M is, the straight line (2m-1) x - (M = 3) y - (M-11) = 0 is constant over a certain point, and the fixed-point coordinates are obtained

(2m-1)x-(m+3)y-(m-11)=0
m(2x-y-1)=x+3y-11
be
2x-y-1=0,x+3y-11=0
We get x = - 8 / 5, y = - 21 / 5