Twowaysle131

 The tangents to the parabola `y^2=4a x` at the vertex `V` and any point `P` meet at `Q` If `S` is the focus, then prove that `S PdotS Q ,` and `S V` asked in Parabola by TanujKumar ( 707k points)The standard x= y2 parabola moves 2 from the vertex and right 4 We expect to go right 4 to the point (0,4) Instead, we went further, to the point (2,4), a distance of 6 The standard is 4, we went 6, so the stretch factor is 6/4 or 3/2 25 The equation of this parabola is x4 = 3 2 (y−2)2 26 To recap The y = x2 parabola points upward, theIs the parabola x = y 2 x = y 2 a function? The Graph Of The Quadratic Function Y X2 Is Shown Below If This Parabola Is Reflected About The Brainly Com Y=x^2-1 parabola