The length of the shortest path that begins at the point (-1,1), touches the x-axis and then ends at a point on the parabola (x-y)2=2(x+y-4), is.....

Question

The length of the shortest path that begins at the point (-1,1), touches the x-axis and then ends at a point on the parabola (x-y)2=2(x+y-4), is..... (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

Required Length is OP+ OV where P(-1,1) , V(2,2) is vertex and 0 is origin

Q. The length of the shortest path that begins at the point (−1,1), touches the x-axis and then ends at a point on the parabola (x−y)2=2(x+y−4), is.....

Required Length is OP+ OV where P(-1,1) , V(2,2) is vertex and 0 is origin

Q. The length of the shortest path that begins at the point $(- 1, 1)$ , touches the $x$ -axis and then ends at a point on the parabola $(x - y)^{2} = 2 (x + y - 4)$ , is.....