A car drives the path shown below.

For Parts A, B, and C, use the vertex coordinates (-6, −1), (-2, 5), (3,2), and (-2, -4). Show all work. Part A: Prove the quadrilateral with the vertices given above is not a rectangle. Part B: Approximate the area of the quadrilateral to the nearest tenth. Part C: Approximate the perimeter of the quadrilateral to the nearest tenth.

(a) By looking at the figure, explain why the number of shortest routes from A to D, C(9, 3), plus the number of shortest routes from A to E, C(9, 4), should equal a single combination, C(10, 4). Choose the correct answer below. OA. All combinations from A to B pass through point C. OB. The two points where the combinations stop are the two points that make up the intersection of B. OC. The two points where the combinations stop are two of three of the points that make up the intersection of B. OD. The only routes from A to B are contained in these two combinations.

The image below represents the framework for the roof of a house y R

The three cevians in ΔABC are concurrent. What does concurrent mean with respect to lines?

Give the location of Rome as an ordered pair (x, y). 10 London Berlin Paris (r, v) OD -10 10 Bern Madrid Rome

Please see attachment for math question.