A line is passing through the points A2,3,B2,7 . The point where the line perpendicular to the line AB and passing through 1,4 meets the line AB is
−5,4
5,0
2,4
0,−4
To get the required point, find the foot of the perpendicular from the point (1,4) on the line AB
In the given points A(2,3),B(2,7),x-coordinates are equal. So that the equation of the line AB is x=2
The foot of the perpendicular of a point (1,4) on the line x=2 is (2,4)