2*(10*6 + 6*4 + 4*10) sq ft = 2*(60 + 24 + 40) sq ft = 2*124 sq ft = 248 sq ft.
The total surface area of a rectangular prism with length L, breadth B and height H, is2*(LB + BH + HL) square units.
The total surface are of a rectangular prism s 2*(L*B + B*H + H*L) where L = length, B = breadth and H = height.
The suface are of a rectangular prism is the area of each face added together for a total.
The answer will depend on what is known about the rectangular prism. If you have no measurements then the only way to obtain the height is to measure it - either directly or indirectly. If you know three out of its length, breadth, volume and total surface area it is possible to use the formulae connecting them to calculate the height. Instead of the volume, you could have the mass and knowledge of the substance that a solid prism is made out of. In each case, a different formula is required.
To determine the height of a stack of 13 steel shims given a rectangular shape with a thickness of 1.27 cm, we need to calculate the total height by multiplying the thickness by the number of shims in the stack. Height of one shim = 1.27 cm Number of shims = 13 Total height = Height of one shim * Number of shims = 1.27 cm * 13 = 16.51 cm Therefore, the height of a stack of 13 steel shims, each with a rectangular shape of 1.27 cm thickness, is 16.51 cm.
If the prism has length L, breadth B and height H, then total surface area = 2*(LB + BH + HL) square units.
6
A rectangular prism contains a total of 8 vertices. There are 4 vertices on the bottom and 4 vertices on the top.
If a rectangular prism has length L, width W and height H units, then its total surface area is 2*(LW + WH + HL) square units.
Rectangular Prism - A 3-D shape with 2 rectangular bases, with a total of 6 faces. Rectangular Pyramid - A 3-D shape with only 1 base that's a rectangle, with a total of 5 faces.
Octagonal prism - Number of vertices-16 Number of rectangular faces-8 Total number of faces-10
6 faces