Question

A
B
C
D

Which is my answer ^

Answer 1

The correct option is C.

Explanation:

It is given that the side length of square is b.

The length of all sides of a square are equal.

From the figure it is noticed that the center of the square is origin. It means half square lies above the x-axis and half is below the x-axis.

Similarly, half of the square lies lefts to the y-axis and half is right to the y axis.

It means the distance between x-coordinate of each vertex and origin is
`(b)/(2)`. The distance between y-coordinate of each vertex from the origin is
`(b)/(2)`.

Therefore the vertices are
`W((b)/(2),(b)/(2)),Z((b)/(2),-(b)/(2)),S(-(b)/(2),(b)/(2)),T(-(b)/(2),-(b)/(2))`.

Option C is correct.