10 Based on the following measures, determine whether the triangles are similar. If they are, write the similarity statement. If not, explain. (Hint: Draw the triangles) In AQRS, QR= 18, RS = 36, and mzQ= 27°. In AUVT, UV = 24, UT = 42, and mzU = 27° O AQRS is not similar to AUVT because the corresponding angles are not e. AQRS is not simllar to AUVT because the corresponding sides arenot =. AQRS is not similar to AUVT because the corresponding sides arenot proportional. O AQRS - AUVT because the corresponding angles are 2 and the corresponding sides are proportional.
10 Based on the following measures, determine whether the triangles are similar. If they are, write the similarity statement. If not, explain. (Hint: Draw the triangles) In AQRS, QR= 18, RS = 36, and mzQ= 27°. In AUVT, UV = 24, UT = 42, and mzU = 27° O AQRS is not similar to AUVT because the corresponding angles are not e. AQRS is not simllar to AUVT because the corresponding sides arenot =. AQRS is not similar to AUVT because the corresponding sides arenot proportional. O AQRS - AUVT because the corresponding angles are 2 and the corresponding sides are proportional.
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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9&10. Answer only
Transcribed Image Text:10
Based on the following measures, determine whether the triangles are similar. If they are,
write the similarity statement. If not, explain. (Hint: Draw the triangles)
In AQRS, QR= 18, RS = 36, and mzQ= 27°.
In AUVT, UV = 24, UT = 42, and mzU = 27°
O AQRS is not similar to AUVT because the corresponding angles are not e.
AQRS is not simllar to AUVT because the corresponding sides arenot =.
AQRS is not similar to AUVT because the corresponding sides arenot proportional.
O AQRS - AUVT because the corresponding angles are 2 and the corresponding sides are proportional.
Transcribed Image Text:9 1,
If two triangles are similar, then they must always have the same size.
Cannot be determined
Never true
Always true
O Sometimes true
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