Question
Download Solution PDFఒక ఘనం యొక్క అన్ని అంచుల మొత్తం 60 సెం.మీ., తరువాత ఘనంలో సరిపోయే అతిపెద్ద రాడ్ యొక్క పొడవును కనుగొనండి.
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFఇచ్చినవి :
ఘనం యొక్క మొత్తం 12 అంచుల మొత్తం = 60 సెం.మీ.
ఫార్ములా:
ఘనంలోని అంచుల సంఖ్య = 12
ఘనం యొక్క వికర్ణం (శరీరం) = √3a
లెక్కింపు:
ఘనం యొక్క భుజం a సెం.మీ. అనుకుందాం
12a = 60
⇒ a = 60/12
⇒ a = 5 సెం.మీ
ఘనంలో సరిపోయే అతి పెద్ద రాడ్ పొడవు = √3a = 5√3 సెం.మీ.
Last updated on Jun 13, 2025
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