Tell whether the pair of polygons is similar. Explain why or why not?

Question

For polygon A, the sides are QR 13ft, QP 8ft, PS 13ft, and RS 8ft. For polygon B the sides are UV 2.4ft, UT 5.2, TW 2.4, and VW 5.2ft.

Can someone explain it to me?

lh3.googleusercontent.com/_SPTYp8BavRHDouRbwGVj0m1zb_Xu8vWJC6b-0lrTh3NbYhC33ZpMmHA_FrfPPaJlItXZg=s170

that's the image.

Answer 1

can not do image
Is angle PQR the same as angle VUT ????
If not one might be a parallelogram with some random corner angle and the other a rectangle.
moreover the sides are not in the same ratio
13/8= 1.625
5.2/2.4 = 2.166666666..................

Answer 2

http://lh3.googleusercontent.com/_SPTYp8BavRHDouRbwGVj0m1zb_Xu8vWJC6b-0lrTh3NbYhC33ZpMmHA_FrfPPaJlItXZg=s170

Answer 3

idk how to do this

Answer 4

Choose ALL answers that describe the polygon TUVWTUVW if TU = UV = VW = WTTU=UV=VW=WT, \overline{TU} \perp \overline{UV}
TU
⊥
UV
, \overline{UV} \perp \overline{VW}
UV
⊥
VW
, \overline{VW} \perp \overline{WT}
VW
⊥
WT
, and \overline{WT} \perp \overline{TU}
WT
⊥
TU
.