\(\triangle ABC \sim \triangle LMN\) and \(BC : MN = 5 : 3\). Then
A. \(\triangle LMN\) is larger than \(\triangle ABC\)
B. the two triangles are congruent
C. the sizes cannot be compared
D. \(\triangle LMN\) is smaller than \(\triangle ABC\)
1 answer
Best answer
Answer: D. \(\triangle LMN\) is smaller than \(\triangle ABC\)
\(MN = \frac{3}{5} BC\), so every side of \(\triangle LMN\) is \(\frac{3}{5}\) of the corresponding side of \(\triangle ABC\). \(\triangle LMN\) is smaller.
Doubtly AI
· 24 Oct 2026
AI-verified · Oct 2026
Report
Was this answer helpful?
Thanks for the feedback.
Sign up free to save answers and ask your own doubts
Your answer
Log in or create a free account to answer this question.