I. Rectangular Prism

Volume = length ⋅ width ⋅ height
Volume = 15 ⋅ 4 ⋅ 3
Volume = 180 cubic inches
Surface Area = Area of 6 surfaces
SA = 2(15 ⋅ 3) + 2(15 ⋅ 4) + 2(3 ⋅ 4)
SA = 234 square inches
II. Cylinder

Volume = Area of Base ⋅ height
V = [latex] ( pi ⋅ 4^2) times 3 [/latex]
V = 48π cubic meters
Surface Area = 2 Bases + Lateral Area
SA = 2 ⋅ ( π ⋅ [latex] r^2 [/latex] ) + [Circumference ⋅ height]
SA = 2⋅( π ⋅ [latex] 4^2 [/latex] ) + [(2⋅π⋅4) ⋅ 3]
SA = 56π square meters
III. Sphere

Volume = [latex]mbox{$frac {4}{3}$} cdot pi cdot r ^ 3[/latex]
[latex]V= mbox{$frac {4}{3}$} cdot pi cdot 2 ^ 3[/latex]
[latex]V= mbox{$ frac {32pi}{3}$}[/latex] cubic centimeters
Surface Area = [latex]4 pi cdot r^2 [/latex]
SA = [latex]4 pi cdot 2^2[/latex]
SA = [latex]16pi[/latex] square centimeters