<prompt> Etsa qeto ea bophara ba sebaka se nang le boholo ba 6.9 cubic metresHa ho tlhahiso  <response>: Instruction in English: Determine the diameter of a sphere with a volume of 6.9 cubic meters . Response in English: The volume of a sphere is given by the formula:V 43 π r3, where V is the volume, r is the radius and π is approximately 3.1416.For a sphere with volume V 6.9 cubic meters, we can solve for the radius using:6.9 43 π r3Solving for r we get:r3 6.93 4πr cube root 6.93 4πOnce we have the radius, we can determine the diameter using the formuladiameter 2 radiusPlugging in our value of r, we get:diameter 2 cube root 6.93 4πUsing a calculator we find that the diameter is approximately 2.417 meters. . Response in Sesotho: Bophahamo ba qitikoe bo fanoa ka foromo: V 43 π r3, moo V e leng bophahamo, r ke radius le π hoo e ka bang 3.1416. Bakeng sa pherekano e nang le bophahamo ba V 6.9 cubic metres, re ka rarolla radius ka ho sebelisa: 6.9 43 π r3 Ho rarolla r re fumana: r3 6.93 4 π r motso oa cube 6.93 4π Hang ha re se re e-na le radius, re ka khona ho tseba bophara ba bophara ka ho sebelisa foromo ea bophara 2 radius Plugging ka boleng ba rona ba r, re fumana: bophara 2 motso oa cube 6.93 4π Ha re sebelisa sebali se sebetsang, re fumana hore bophara bo ka ba limithara tse 2,417. 