A cube has Surface Area (SA) of 19
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 = | √19 |
| √6 |
| s = | 4.3588989435407 |
| 2.4494897427832 |
s = 1.7795
Calculate Lateral Area (LA):
LA = 4s2
LA = 4 * 1.77952
LA = 4 *
LA = 12.666481
Calculate Volume (V):
V = s3 V = 1.77953 V = 5.635000734875 d = √3s d = √3(1.7795) d = 1.7320508075689 x 1.7795 d = 3.0821844120688Calculate the Cube Diagonal (d)
Other Properties:
Faces = 6
Sides (Edges) = 12
Vertices = 8
Final Answer
LA = 12.666481
V = 5.635000734875
d = 3.0821844120688
Faces = 6
Sides (Edges) = 12
Vertices = 8
V = 5.635000734875
d = 3.0821844120688
Faces = 6
Sides (Edges) = 12
Vertices = 8
