Michael plots and connects the following points: A(-4,6), B(1,5), C(0,0), and D(-5,1).

A square ABCD graphed on the coordinate plane with endpoints A(3, 2) and C(1, -2). Determine the coordinates of the other diagonal.

which equation represents a circle with a diameter of 10 units that is centered at (3,-7) ?

Use the method of completing the square to change General form to vertex form y = x + 8x +3 y = x2 - 4x - 4 y = -x² + 4x + 4 y 2x2 + 8x +3 B.

At the same time, on the concentric circle of the last camp that you will visit, the radar sensor detects another object at x = -1.  Where could this object be located?  State the coordinates of all possible locations.  Concentric circle of the last camp: 31x2+31y2-159x-413y+1158=0

5) Write y = x² + 12x + 5 in vertex form. %3D

Three biologists are tracking a snake with an implanted transponder chip. The first biologist is at the point (6,0) and is 3 miles away. The second biologist is at the point (3, −1) and is 5 miles away. The third biologist is at the point (2,6) and is also 5 miles away. Find the following: part (1) three center radius equations for the distance from the snake to each biologist, part (2) three expanded equations for the circles from part (1), solve the equations to find the point (x, y) where the circles intercept.

solve for the are and perimeter of the triangle

Please Write Neatly So I Can Understand

How do I find the point of intersection?