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Given W RST is a parallelogram and W S RT how can you classify W RST ? Explain. O A. Square; WS and RT are congruent diagonals, so W RST is a square. B. Rhombus, WS and RT are congruent diagonals, so W RST is a rhombus. C. Rectangle; WS and RT are congruent diagonals, so W RST is a rectangle. O D. W RST cannot be classified further than a parallelogram.

Given W RST is a parallelogram and W S RT how can you classify W RST ? Explain. O A. Square; WS and RT are congruent diagonals, so W RST is a square. B. Rhombus, WS and RT are congruent diagonals, so W RST is a rhombus. C. Rectangle; WS and RT are congruent diagonals, so W RST is a rectangle. O D. W RST cannot be classified further than a parallelogram.

Elementary Geometry For College Students, 7e
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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Given W RST is a parallelogram and WS RT how can you classify W RST ? Explain. OA. Square; W S and RT are congruent diagonals, so W RST is a square. O B Rhombus, WS and RT are congruent diagonals, so W RST is a rhombus. O C. Rectangle, WS and RT are congruent diagonals, so W RST is a rectangle. O D. WRST cannot be classified further than a parallelogram.
Transcribed Image Text:Given W RST is a parallelogram and WS RT how can you classify W RST ? Explain. OA. Square; W S and RT are congruent diagonals, so W RST is a square. O B Rhombus, WS and RT are congruent diagonals, so W RST is a rhombus. O C. Rectangle, WS and RT are congruent diagonals, so W RST is a rectangle. O D. WRST cannot be classified further than a parallelogram.
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