Question
Download Solution PDFसमलंब चौरसाच्या दोन समांतर बाजू अनुक्रमे 17 सेमी आणि 15 सेमी आहेत. समलंब चौरसाची उंची 6 सेमी असल्यास, त्याचे क्षेत्रफळ (मी2 मध्ये) आहे:
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFदिलेल्याप्रमाणे:
L1 = 17 सेमी
L2 = 15 सेमी
उंची (H) = 6 सेमी
वापरलेली संकल्पना:
समलंब चौरसाचे क्षेत्रफळ = (1/2) x (समांतर बाजूची बेरीज) x उंची
1 सेमी = (1/100) मीटर
गणना:
दोन समांतर बाजू L1 आणि L2 असू द्या
समलंब चौरसाचे क्षेत्रफळ = (1/2) x (17 + 15) x 6
⇒ 96 सेमी2
⇒ 96/10000 मीटर2 = 0.0096 मीटर2
∴ समलंब चौरसाचे क्षेत्रफळ 0.0096 मीटर2 आहे.
Shortcut Trick
समलंब चौरसाचे क्षेत्रफळ = (1/2) x (17 + 15) x 6
⇒ 96 सेमी2
Last updated on Jun 17, 2025
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