Please provide an explanation of the answers. Check the answers to see if its correct. I only want correct answers.

Question 1: For the graph of the ellipse below whose equation is of the form Of + V- = 1, enter the values of h, k, a, and b. (-1, 1) (-2,-1) . . (0,-1) (-1, -3) h = K = a = b = Question 2: Enter the equation of the parabola graphed below, using the vertex form x = a (y -k)2 +h. (10,4) ( - 2, 1 ) . x =Question 1: negative. Find c so that -2 x2 -20 x + c is a perfect square which will factor to a(x + p)2. Find a, c, and p. Note: a, c, p may be a pWrite a set of parametric equations for the line segment which begins at the point (-1, -5) at time t = 0 and moves at a constant speed until finishing at the point (8 , -17) at time t = 3. Note: The answers should be functions of t. x (t ) =/ y (t) = Question 2: Write a set of parametric equations for the ellipse which begins at the point (3, -4) at time t = 0, then passes through (0, -3) at time t = = (-3, -4) at time t = -, (0, -5) at time t = , before returning to (3, -4) at time t = = Note: The answers should be functions of t. x(t) = y ( t ) =