If one vertex and centre of a square are z and origin then which of the following cannot be the vertex of the square ?

Which of the following cannot be a perfect square?

Which one of the following cannot be the square of a natural number?

If a vertex of a square is at the origin and its one side lies along the line 4x+3y-20=0, then the area of the square is

If (a,b) be an end of a diagonal of a square and the other diagonal has the equation x-y=a, then another vertex of the square can be

A vertex of a square is at the origin and its one side lies along the line 3x-4y-10=0. Find the area of the square.

If (a, b) be an end of a diagonal of a square and the other diagonal has the equation x-y=a , then another vertex of the square can be

If (a, b) be an end of a diagonal of a square and the other diagonal has the equation x-y=a , then another vertex of the square can be

If (a, b) be an end of a diagonal of a square and the other diagonal has the equation x-y=a , then another vertex of the square can be

If a vertex of a square is at (1,-1) and one of its side lie alongthe line 3x-4y-17=0 then find the area of the square.

If (a,b) be an end of a diagonal of a square and the other diagonals has the equation x - y = a then another vertex of the square can be