Find the midpoint of the sides of the quadrilateral LOVE with vertices L(-3, -2), O (0, 6), V(4, 4), E (6,-1).

The center of the circle (x+3)2+(y-2)2=13 is(3,-2)

find x in the parallelogram

A(0,1), B(1,4), C(4,3) and D(3,0) are vertices of a quadrilateral ABCD. (a)Find the equations of the diagonals AC and BD. (b) show that the diagonals AC and BD bisect each other at right angles( by calculation. (c) find the length of AC and BD. (d) what type of equadrilateral is ABCD. 3. Triangle KLM with vertices K(3,-1), L(2,-4), M(6,-1) undergoes a translation T1= (-2/6). The image of K'L'M' under this translation. Under another translation T2= (-5/-3), the image of K'L'M' is K''L''M''. (a) represent the three triangles on the same axes. (b) find the column vector of a single translation T which is equivalent to T1 followed by T2. (c) find the coordinates of P' the image of a point p(2,2) under T