Given a Focus (1, -1) and Vertex (1,2), what is the axis of symmetry of the parabola?

Given a Focus (1, -1) and Vertex (1,2), which way would the parabola open?

Given a Focus (1, -1) and Vertex (1,2), what would the equation of the directrix be?

Given a Focus (1, -1) and Vertex (1,2), what would the equation of the parabola be?

Given this directrix x=-2 and vertex (1,2), what is the axis of symmetry of the parabola?

Given this directrix x=-2 and vertex (1,2), which way would the parabola open?

Given this directrix x=-2 and vertex (1,2), what would the coordinate of the focus be?

Given this directrix x=-2 and vertex (1,2), what would the equation of the parabola be?

Given the focus (-3,6) and directrix y=2, what is the axis of symmetry of the parabola?

Given the focus (-3,6) and directrix y=2, which way would the parabola open?

Given the focus (-3,6) and directrix y=2, what would the coordinate of the vertex be?

Given the focus (-3,6) and directrix y=2, what would the equation of the parabola be?

Given the standard form of the equation

(y-4)² = 8(x+3)

Find the vertex of the parabola

Given the standard form of the equation

(y-4)² = 8(x+3)

Find the focus of the parabola

Given the standard form of the equation

(y-4)² = 8(x+3)

Find the directrix of the parabola

What is the coordinate of the vertex?  
 (y - 4)² = -8(x+1)  

What is the value of p?

(y - 4)² = -8(x+1)

Which way does the parabola open?              

(y - 4)² = -8(x+1)

What is the equation of the directrix?             

(y - 4)² = -8(x+1) 

What is the coordinate of the focus?  
 (y - 4)² = -8(x+1)  

Given the standard form of the equation

(y-4)² = 5(x+3)

Find the vertex of the parabola

Given the standard form of the equation

(y-4)² = 5(x+3)

Find the focal distance p

Given the standard form of the equation

(y-4)² = 5(x+3)

Find the focus of the parabola

Given the standard form of the equation

(y-4)² = 5(x+3)

Find the directrix of the parabola