Aparabola has a focus of f(−2,−6)and a directrix of x=−4. p(x, y) represents any point on the parabola, while d(−4,y) represents any point on the directrix. match each numbered step with the correct step in the process of finding the equation of the parabola using the distance formula. 1.fd=fp 2.(x−2)2+(y−6)2=(x−4)2+(y−y)2 3.x2+4x+4+y2+12y+36=x2+8x+16 4.y2−12y+24=4x 5.−14y2−3y+6=x 6.14y2+3y+6=x 7.fp=dp 8. (x−(−2))2+(y−(−6))2=(x−(−4))2+(y−y) 2 x2−4x+4+y2−12y+36=x2−8x+16 9. y2+12y+24=4x

(ignore the steps, you decide the steps)