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External Dimensions Of A Wooden Cuboid Are 30 Cm\Xd725cm\Xd720cm If The Thickness Of The Wood Is 2cm All Around Find The Volume Of The Wood Contained
external dimensions of a wooden cuboid are 30 cm×25cm×20cm if the thickness of the wood is 2cm all around find the Volume of the wood contained inthe cuboid formed Answer: volume of the wood is 6,264cm^3 Step-by-step explanation: A CUBOID is a solid figure which is similarly close to a cube . That is, a cube has a length, a width, and a height equal, but the cuboid does not. How do we get the volume of a cuboid? We solve it by just using the very common formula in finding for the volume of the cube Vcube = s x s x s Vcube = s^3 But since a cuboid may have different length, width, and height, then we have the VOLUME OF THE CUBOID Vcuboid = L x W x H In the given problem, we have a cuboid with a thickness. In finding for the volume that the cuboid can contain, all we have to do is subtract the outer dimensions of the cuboid by 2 cm. Now let us find inner dimensions of the cuboid using 30cm as length, 25cm as width, and 20cm as height. Refer to the illustration provided for better
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