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A cube has Surface Area (SA) of 18

Calculate side, Lateral Area, Volume.

Surface Area of a Cube:

SA = 6s2

Divide each side by 6

SA
6
=
  
6s2
6

s2  =  SA
  6

Take the square root of both sides

s  =  SA
  6

s  =  18
  6

s  =  4.2426406871193
  2.4494897427832

s = 1.7321

Calculate Lateral Area (LA):

LA = 4s2

LA = 4 * 1.73212

LA = 4 *

LA = 12.00068164

Calculate Volume (V):

V = s3

V = 1.73213

V = 5.196595167161

Calculate the Cube Diagonal (d)

d = √3s

d = √3(1.7321)

d = 1.7320508075689 x 1.7321

d = 3.0000852037901

Other Properties:

Faces = 6

Sides (Edges) = 12

Vertices = 8

Final Answer


LA = 12.00068164
V = 5.196595167161
d = 3.0000852037901
Faces = 6
Sides (Edges) = 12
Vertices = 8