Question

Segment RSRS is parallel to segment VTVT, and segment RVRV is parallel to segment STST. Which statement about the measure of ∠S∠S is NOT true?

Answer 1

Answer:

$\bar{RS} \parallel \bar{VT} \\\\\bar{RV} \parallel \bar{ST}$

As opposite sides of Quadrilateral are Parallel to each other,So it is a Parallelogram.

Opposite Angles of a Parallelogram are equal to each other.

 $\angle R=\angle T\\\\\angle S=\angle V$

So,

   $\angle S\neq \angle T\\\\\angle S\neq \angle R$

Answer 2

The options are:
A. measurement of angle S = measurement of angle V
B. measurement of angle S = meansurement of angle R
C. measurement of angle S = 180 degrees - measurement of angle T
D. measurement of angle S = 180 degrees - measurement of angle R

The answer s B. The lines form a parallelogram