What are the points of intersection between the graphs of the circle and parabola? x2 + yz = 37 X'=y- 5 Select all correct coordinates. 0 (-2V/3. - 7) O (1, 6) O (-1, 6) o (2V/3, - 7)How many points of intersection are there between the graphs of the hyperbola and ellipse? 3x2 + 4y-+ 3x - 2y+3=0 3x2 - 2y-+3x- y+3=0 0 0 0 2 O 3 0 4The graphs of the conics intersect at two points. 4 = What are the coordinates of these points of intersection? Enter your answer by filling in the boxes. andWhat are the solutions to the system of conics? v= = 8 (x+ 1) Drag the ordered pairs into the box to correctly complete the table. Solutions to the system of conics 2+ 16.2V6 -2V6 2 + 16.2V6+2v6 2+16.-2V6 -2V6 (2 - V6.-2V6 -2V6 (2 + v6. -2V6 +2v6 2 - V6.2V6 -2V6 (2 - 16.-2V6 +2V6 (2 - V6.2V6 + 2V6How do you graph the ellipse\"? trml M332 _ 54 + 25 _] Drag choices into the boxes to correctly complete the statements. The center of the ellipse is L The endpoints of the major axis To graph the ellipse. connect Iwith a smooth curve. m- Ell (1. 3) . (6,5) . (1]. 3}, and (6. ] 1} (2, 3} , {6. 2} . (14. 3). and (6. -3) \fWhat is the standard form of the ellipse whose equation is 8x- + 6y~ + 16x - 3y + 4 = 0? Drag an expression into each box to correctly complete the equation. 64(x+1)- (x+1)2 35(x+1)- 48 ()-4) 2 35()-4)2 35 35 64 35 35 48What are the endpoints of the major axis and minor axis of the ellipse? (x-2)2 1 36 12 Drag coordinates into the boxes to correctly complete the table. Endpoints of major axis Endpoints of minor axis (8, -3) (2+2V/3, -3) (-4, -3) (2, -3+ 2V/3) (2, -9) (2, 3)\fThe center of an ellipse is (-9, 3 ). One focus is (-7, 3 ). The major axis is 24 units long. What is the equation of the ellipse in standard form? Enter your answer by filling in the boxes. (x+9)2 (v -3)2 + = 1