If l is the length of diagonal of a cube of volume v then show 3root3v=l^3
Answers
Answered by
18
Hii dear here is your answer...
Diagonal Of Cube = √3*Side
Now Side = Cube Root Of Diagonal
Substitute We Get
√3*3√Volume = √3*3√v
This Is equal to diagonal
Now According To THis Option b) Seems To Be Right One
Simply I Expressed Formula Of Diagonal Of Cube In Terms Of Volume Rather Than Edge
And Check second option
l^3 = (√3*3√v)3 = 3√3*v
hope it helps you....
:-)
Diagonal Of Cube = √3*Side
Now Side = Cube Root Of Diagonal
Substitute We Get
√3*3√Volume = √3*3√v
This Is equal to diagonal
Now According To THis Option b) Seems To Be Right One
Simply I Expressed Formula Of Diagonal Of Cube In Terms Of Volume Rather Than Edge
And Check second option
l^3 = (√3*3√v)3 = 3√3*v
hope it helps you....
:-)
Answered by
30
hi friend here is the answer for your question
Attachments:
Similar questions