If two sides of a square are along `5x-12y + 26 = 0` and `5x-12y-65 = 0` then find its area.

The equations of two sides of a square are 5x + 12 y - 10 = 0 and 5x + 12 y + 29 = 0 and the third side passes through (3,5) , find equations of all other possible sides of the squate.

Two sides of a square are along the lines 5x-12y+39=0 and 5x-12y+78=0. Find the area of the square.

If two sides of a square are the part of the straight lines 5x-2y=13and5x-2y+16=0 then find the area of the square.

The equations of the two sides of a square are 5x+12y-26=0 and 5x+12y+13=0. If one of the remaining sides passes through the point (5,-1) ,find the equations of of these sides.

The equations of the two sides of a square are 5x+12y=26 and 5x+12y-13=0 If one of the remaining sides passes through the point (5,-1), find the equations of these sides.

The equations of two sides of a square are 5x+12y-10=0 and 5x+12y+29=0 and the third side passes through (3,5):find equations of all other possible sides of the square.

The equations of two sides of a square are 5x + 12y – 10= 0 and 5x + 12y + 29 = 0. M(-3,5) is a point on one of its sides. Now answer the following: Question: The number of possible squares is

Two sides of a square have the equations 5x + 12 y = 10 and 5x + 12y + 29 = 0 and the third side passes through the point (3,5) . Find the equations of the other two sides of the square.