lf `(h,0),(a, b)` and `(0, k)` lie on a line, show that `a/h+b/k=1`

If (h,0),(a,b) and (0,k) lie on a line,show that (a)/(h)+(b)/(k)=1

If three points (h,0),(a,b)and(0,k)lie on a line, show that a/h+b/k=1

If three points (h, 0), (a, b) and (0, k) lies on a line, show that (a)/(h) + (b)/(k) = 1 .

If three points A(h,0),P(a,b) and B(0,k) lie on a line,show that: (a)/(h)+(b)/(k)=1

If three points (h,0),(a,b) and (o,k) lie on a line,show that (a)/(h)+(b)/(k)=1

Three points P(h,k),Q(x_(1),y_(1)) and R(x_(2),y_(2)) lie on a line.Show that quad (h-x_(1))(y_(2)-y_(1))=(k-y_(1))(x_(2)-x_(1))

If the points P(h,k),Q(x_(1),y_(1)) and R(x_(2),y_(2)) lie on a line.Show that: (h-x_(1))(y_(2)-y_(1))=(k-y_(1))(x_(2)-x_(1))

Show that the points (3, 3), (h, 0) and (0,k) are collinear if 1/h + 1/k = 1/3

Four distinct points (k, 2k), (2, 0), (0, 2) and (0,0) lie on a circle for : (A) k = 0 (B) k = 6/5 (C) k = 1 (D) k = -1

If points (h,k) (1,2) and (-3, 4) lie on line L_(1) and points (h,k) and (4,3) lie on L_(2). If L_(2) is perpendicular to L_(1), then value of (h)/(k) is