Question:
एक चौकोणाचा कर्ण \( 10\sqrt{2} \) सेमी असतील तर त्याचा बाजूची लांबी किती असेल?
एक चौकोणाचा कर्ण \( 10\sqrt{2} \) सेमी असतील तर त्याचा बाजूची लांबी किती असेल?
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चौकोणाच्या कर्णाची लांबी \( \sqrt{2} \) पट असते.
Updated On: Nov 19, 2025
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Solution and Explanation
चौकोणाचा कर्ण म्हणजे त्याच्या बाजूंचा \( \sqrt{2} \) पट असतो.
त्यामुळे, चौकोणाच्या बाजूची लांबी:
\[
\text{बाजू} = \frac{10\sqrt{2}}{\sqrt{2}} = 10 \text{ सेमी}
\]
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