If one of the vertices of the square circumscribing the circle `|z - 1| = sqrt2` is `2+ sqrt3 iota`. Find the other vertices of square

Find the square root of 5+2sqrt6

Find the square root of 11+2sqrt(30)

If one of the diagonals of a square is along the line x=2 y and one of its vertices is (3,0), then its sides through this vertex are given by the equations

If (0,-1) and (0,3) are two vertices of a square, the other two vertices are

A square of n units is divided into n^(2) squares each of area 1 sq unit. Find the number of ways in which 4 points (out of (n+1)^(2) vertices of the squares) can be chosen so that they form the vertices of a square.

Find the perimeter of the square whose diagonal is 5sqrt2 cm.

If z=(-2)/(1+sqrt(3) i) , then the value of arg z is

Two opposite vertices of a square are (1,-2) and (-5,6), then the other two vertices are

A(-1,1), B(5,3) are opposite vertices of a square in the x y plane. The equation of the other diagonal (not passing through A, B ) of the square is given by