Question

Figure TVWX is a square. Which statement is not necessarily true?

Answer 1

Line TW ~ Line VW is not necessarily true <span />

Answer 2

Answer: A. $TW \cong VW$

Step-by-step explanation:  In the given figure TVWX is a square, properties of square are:

(i)  All sides equal.

(ii)  All angles equals to 90°.

(iii) Diagonals are equal and bisect each other at 90°.

Here,

A.  $TW \cong VW$  is not true because diagonal of the square cannot be equals to the side of a square.

B.   $XY \cong TW$ is true because these are the sides of square.

C. $\angle T \cong \angle V$ because each angles of square are equal to  90°.

D.  $\angle X \cong \angle V$ because each angles of square are equal to 90°.

∴ A. is not true.