Question

Find the equation of line through the point (3,4) which cuts from first quadrant a triangle of minimum area.

Answer 1

as it is the triangle of minimum area the point (3,4)is the midpoint of the line so (x,0)and (0,y) represents (6,0)and (0,8)
so by using two point formulae u can find the equation of the line
y-0=8-0/0-6(x-6)
that is 4x+3y-24=0