Respuesta :
we have that
y–x²=9--------> y-9=x²
is a vertical parabola with equation of the form
(y-k)=a(x-h)²
vertex (h,k)------> vertex (0,9)
a=1
so
a> 0-----> parabola open up
the vertex is a minimum
step 1
Find the coordinates of the points of intersection with the y axis
for x=0
y-9=x²-----> y-9=0-----> y=9
the point of intersection with the y axis is (0,9)
see the attached figure
y–x²=9--------> y-9=x²
is a vertical parabola with equation of the form
(y-k)=a(x-h)²
vertex (h,k)------> vertex (0,9)
a=1
so
a> 0-----> parabola open up
the vertex is a minimum
step 1
Find the coordinates of the points of intersection with the y axis
for x=0
y-9=x²-----> y-9=0-----> y=9
the point of intersection with the y axis is (0,9)
see the attached figure

Answer:
The first one is NO, because it says leave unused fields blank
The second one is YES, and the intersection is (0,9)
Brainliest plz