
Grade 12Analytical Geometry
Please help me out with this!y2 = 4x and y2 = -8(x-a) intersect at points A and C. Points O(0,0),A,B(a,0) ,C are concyclic. Then the length of common chord of the parabola and the area of the quadrilateral OABC is. Also, tangents to parabola y2= 4x at A and C intersect at point D and tangents to parabola y2=-8(x-a) intersect at point C, then the area of quadrilateral DAEC is.
Please help me out with this!
y2 = 4x and y2 = -8(x-a) intersect at points A and C. Points O(0,0),A,B(a,0) ,C are concyclic. Then the length of common chord of the parabola and the area of the quadrilateral OABC is. Also, tangents to parabola y2= 4x at A and C intersect at point D and tangents to parabola y2=-8(x-a) intersect at point C, then the area of quadrilateral DAEC is.




