Question: f9) Given x = 14y~ + 168y + 506. a) Find the vertex form of the equation. b) Find the direction of opening. c) Find

$\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$ $\f9) Given x = 14y~ + 168y + 506. a) Find the$

\f9) Given x = 14y~ + 168y + 506. a) Find the vertex form of the equation. b) Find the direction of opening. c) Find the vertex. d) Find the axis of symmetry. e) Find the focus. f) Find the directrix. g) Draw a sketch of the graph.\f8) Given x +y2+8x - 4y - 16 = 0. a) Find the equation of the circle in standard form. b) Find the center of the given circle. c) Find the radius of the given circle. d) Find the circumference of the circle. e) Find the area of the circle.A circle with a radius of 3 is inscribed in an equilateral triangle. Find the area of the shaded region. 4)\f10) Write the equation of the parabola in vertex form given the focus and 3 x = directrix 46) Find the slant height and surface area of a right circular cone with a volume of 225 It cubic inches and a base circumference of 167 inches.7) Find the volume of a sphere that is inscribed in a cube with edges of length 9Find the area of the shaded region inside the regular hexagon. Assume the center of the hexagon. 3) 12

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