A cube has numerically equal surface area and volume find the edge of such cube
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Answered by
8
Hi Friend!!!!
Let 'a' be the edge of the cube ,
It is given that ,
S A of the cube = Volume of the cube
Therefore ,
6a² = a³
a³/a² = 6
a = 6 units ...
Hope it helps
Let 'a' be the edge of the cube ,
It is given that ,
S A of the cube = Volume of the cube
Therefore ,
6a² = a³
a³/a² = 6
a = 6 units ...
Hope it helps
BrainlyHulk:
thanks for marking my answer as brainliest
Answered by
1
Total surface area of cube =6×a^2
Volume of cube =a^3
Since both are numerically equal,so
Total surface area of cube=Volume of cube 6×a^2 =a^3
6=a^3 /a^2
6=a^3 - 2
6=a^1
Therefore edge of the cube =6unit
Volume of cube =a^3
Since both are numerically equal,so
Total surface area of cube=Volume of cube 6×a^2 =a^3
6=a^3 /a^2
6=a^3 - 2
6=a^1
Therefore edge of the cube =6unit
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