What is Hollow Cuboid?
In geometry, a cuboid is basically a rectangular box with three different types of edges length, breadth and height. If two cuboids of different size in which the edges are proportional, are placed in such a way that one inside another and the geometric center of both of them coincide each other, the resulting shape is called the Hollow Cuboid. The reason why it called as hollow is, from the volume of outer cuboid, the part of inner cuboid is removed and that much portion are kept as hollow. Only the portion in between the surfaces of inner and outer cuboids, contains the volume of the shape. If exactly any one of the edges become equal for both inner and outer cuboids, then the resulting shape will be a hollow rectangular prism.
How to Calculate Volume of Hollow Cuboid given Total Surface Area?
Volume of Hollow Cuboid given Total Surface Area calculator uses Volume of Hollow Cuboid = ((Height of Hollow Cuboid*Outer Breadth of Hollow Cuboid)+(Height of Hollow Cuboid*Outer Length of Hollow Cuboid)+(Outer Breadth of Hollow Cuboid*Thickness of Hollow Cuboid)+(Outer Length of Hollow Cuboid*Thickness of Hollow Cuboid)-(2*Thickness of Hollow Cuboid^2)-Total Surface Area of Hollow Cuboid/4)*(Outer Length of Hollow Cuboid+Outer Breadth of Hollow Cuboid-(2*Thickness of Hollow Cuboid)) to calculate the Volume of Hollow Cuboid, The Volume of Hollow Cuboid given Total Surface Area formula is defined as an amount of three dimensional space occupied by Hollow Cuboid, calculated using total surface area of the Hollow Cuboid. Volume of Hollow Cuboid is denoted by V symbol.
How to calculate Volume of Hollow Cuboid given Total Surface Area using this online calculator? To use this online calculator for Volume of Hollow Cuboid given Total Surface Area, enter Height of Hollow Cuboid (h), Outer Breadth of Hollow Cuboid (bOuter), Outer Length of Hollow Cuboid (lOuter), Thickness of Hollow Cuboid (t) & Total Surface Area of Hollow Cuboid (TSA) and hit the calculate button. Here is how the Volume of Hollow Cuboid given Total Surface Area calculation can be explained with given input values -> 2270.5 = ((20*10)+(20*15)+(10*3)+(15*3)-(2*3^2)-1750/4)*(15+10-(2*3)).