Question: Answer the following for the ellipse given below and then graph the ellipse. x +6x + 16y2-64y+9=0 x + 6x + 16 (y-4y) =
Answer the following for the ellipse given below and then graph the ellipse. x +6x + 16y2-64y+9=0 x + 6x + 16 (y-4y) = -9 Convert x +6x + 16 (-4y) = -9 to standard form process covered in class. Write in x + 6x + + 16 (-4y) The center of the ellipse is located at The distance to the vertices (a) The focal length (c) = (Simplify your answer) = -9 in standard form: *** (x-h) (y-k) 2 a b + The value of b = = 1 using the completing the square
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