I need help on this geometry question. Thanks. In quadrilateral RSTU, $ \overline{RT} $ and $ \overline{SU} $ intersect at point M, so that $ \overline{RM} \cong \overline{TM} $ and $ \overline{RS} $ is parallel to $ \overline{TU} $. What additional information is needed to prove that quadrilateral RSTU is a rectangle?A. $ \overline{RU} \equiv \overline{RS} $B. $ \overline{RT} \equiv \overline{US} $C. $ \angle RSU \cong \angle TUS $D. $ \angle RUT \cong \angle \text{ISR} $

Given RSTU is a quadrilateral .RM=TMRS is parallel to TU

In quadrilateral RSTU, RT and su intersect at point M, so that RM = TM and RS is parallel to TU. What additional information is needed to prove that quadrilateral RSTU is a rectangle? O A. RU =RS O B. RT =US C. ZRSU LTUS O D. ZRUT LTSR

In quadrilateral RSTU, RT and su intersect at point M, so that RM = TM and RS is parallel to TU. What additional information is needed to prove that quadrilateral RSTU is a rectangle? O A. RU =RS O B. RT =US C. ZRSU LTUS O D. ZRUT LTSR

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Question

I need help on this geometry question. Thanks.

In quadrilateral RSTU, $ \overline{RT} $ and $ \overline{SU} $ intersect at point M, so that $ \overline{RM} \cong \overline{TM} $ and $ \overline{RS} $ is parallel to $ \overline{TU} $. What additional information is needed to prove that quadrilateral RSTU is a rectangle?

A. $ \overline{RU} \equiv \overline{RS} $

B. $ \overline{RT} \equiv \overline{US} $

C. $ \angle RSU \cong \angle TUS $

D. $ \angle RUT \cong \angle \text{ISR} $

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