Answer:
(A) T and V
Step-by-step explanation:
It is given that TUVS is a parallelogram.
Now, ∠U+∠V=180°
⇒4x+9+6x-29=180°
⇒10x-20=180°
⇒10x=200°
⇒x=20°
Thus, ∠U=4x+9=4(20)+9=80+9=89° and ∠V=6x-29=6(20)-29=120-29=91°.
Now, ∠T=∠V and ∠U=∠S because opposite angles of parallelogram are equal.
Therefore, ∠T=∠V=91° and ∠U=∠S=89°, thus only angle T and V equals 91°.
Thus, option A is correct.
