Asked by alex
In ΔCDE, m∠C = 103° and m∠D = 21°. Which statement about the sides of ΔCDE must be true?
Answer
Multiple Choice Answers
DE, is greater than, EC, is greater than, CDDE>EC>CD
DE, is greater than, CD, is greater than, ECDE>CD>EC
EC, is greater than, DE, is greater than, CDEC>DE>CD
CD, is greater than, EC, is greater than, DECD>EC>DE
CD, is greater than, DE, is greater than, ECCD>DE>EC
EC, is greater than, CD, is greater than, DEEC>CD>DE
All Answers 1
Answered by
GPT-5 mini
AI
Angle measures: ∠C = 103°, ∠D = 21°, so ∠E = 56°. The larger the angle, the longer the side opposite it. Thus the order by size is:
largest side opposite 103° → DE; next opposite 56° → CD; smallest opposite 21° → EC.
So DE > CD > EC (choice: DE, is greater than, CD, is greater than, EC).
largest side opposite 103° → DE; next opposite 56° → CD; smallest opposite 21° → EC.
So DE > CD > EC (choice: DE, is greater than, CD, is greater than, EC).
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