team skydiving competition requires that competitors land within the triangular area formed by three small discs on the ground. A perfect landing is when a skydiver touches down at a point equidistant from the sides of the triangle formed by the discs. If the vertices of the discs on a coordinate plane are (-2,5), (0,2), and (2,5), what are the coordinates of the perfect touchdown? Use a protractor to estimate the coordinates to the nearest tenth.

Q: Consider the shape with vertices (1,3),(4,7),(0,10),(-3,5) translate the rectangle so (1,3) lies on…

A: We need to transform the coordinates.

Q: Find the center and the radius of the circle with the equation x2 + 10 x + y² + 8 y – 128 = 0 Enter…

A: Given : x2+10x+y2+8y-128 = 0

Q: Find the value(s) of k such that the points (6, –1), (3, k), and (-3, –7) are vertices of a right…

A:

Q: Find the perimeter of the triangle with vertices A(-1, 2, 1), B(1, -1, 3), and C(3, 4, 5).

A: Given:The vertices A(-1, 2, 1), B(1, -1, 3), and C(3, 4, 5).The perimeter of the triangle is AB + BC…

Q: ABCD is a rectangle with A located at the point (1, 3) and B located at the point (3, 8). a) Find…

A: Given that: ABCD is a rectangle and the coordinate of A is (1,3) and the coordinate of B is (3,8).…

Q: Phythagorean theorm , Plot the points (0, 0), (5, 0), and (5, 12) and show that, when connected,…

A:

Q: 5 and B located at the point (3, 8). a) Find possible coordinates for points C and D so that ABCD is…

A: Given: The points are A1, 3 and B3,8 To find:  a) The coordinates of C and D such that ABCD is not a…