SOLUTION: Find the equations of the following parabolas: 1.vertex (0,-2) opens right passes through (3/2,-1) 2.vertex (0,-1) opens down passes through (1,-2) 3.vertex (-3,-1) o

Algebra ->  Quadratic-relations-and-conic-sections -> SOLUTION: Find the equations of the following parabolas: 1.vertex (0,-2) opens right passes through (3/2,-1) 2.vertex (0,-1) opens down passes through (1,-2) 3.vertex (-3,-1) o      Log On


   



Question 863333: Find the equations of the following parabolas:
1.vertex (0,-2)
opens right
passes through (3/2,-1)
2.vertex (0,-1)
opens down
passes through (1,-2)
3.vertex (-3,-1)
opens up
passes through (3,-10/9)

Answer by ewatrrr(24785) About Me  (Show Source):
You can put this solution on YOUR website!

Hi
1) x = a(y+2)^2 , passes through (3/2,-1), 3/2 = a ,x+=+%283%2F2%29%28y+%2B+2%29%5E2+
2) y = ax^2 - 1 , passes through (1,-2), -2 = a - 1, a = -1, y+=+-x%5E2+-+1
3) y = a(x+3)^2 - 1, passes through (3,-10/9), -10/9 = 36a - 1, a = -1/4