Find the center, transverse axis, vertices, foci, and asymptotes. Graph the equation.y - 4x2 - 2y - 8x- 4 = 0The center is atThe transverse axis is parallel to the-аxis.Enter the coordinates of the two vertices.The lower vertex is located at (The upper vertex is located atEnter the coordinates of the two foci.The lower focus is located atThe upper focus is located at(Type exact answers, using radicals as needed. Simplify your answers.)Enter the correct slope in the equation for the asymptotes given below.y-1= +(x+ 1)(Type an integer or a fraction. Simplify your answer.)Select the graph which correctly describes the hyperbola.O A.O B.OC.OD.

The given curve is y2-4x2-2y-8x-4=0 ...................................... (1)

Find the center, transverse axis, vertices, foci, -4x² – 2y– 8x- 4 =0 The center is at (OD. The transverse axis is parallel to the -axis Enter the coordinates of the two vertices. The lower vertex is located at OD. The upper vertex is located at (OD- Enter the coordinates of the two foci. The lower focus is located at (