Respuesta :
The surface area of a cube is:
A=6s^2 so we can say:
s=√(A/6)=(A/6)^(1/2)
The volume of a cube is:
V=s^3, using s found above we have:
V=(A/6)^(1/2)^3
V=(A/6)^(3/2), and A=486 so
V=(486/6)^(3/2)
V=81^(3/2)
V=729 m^3
A=6s^2 so we can say:
s=√(A/6)=(A/6)^(1/2)
The volume of a cube is:
V=s^3, using s found above we have:
V=(A/6)^(1/2)^3
V=(A/6)^(3/2), and A=486 so
V=(486/6)^(3/2)
V=81^(3/2)
V=729 m^3