The dimensions of a solid metallic cuboid are 72 cm × 30 cm × 75 cm. It is melted and recast into identical solid metal cubes with each of edge 6 cm. Find the number of cubes formed. It is melted and recast into identical solid metal cubes with each of edge 6 cm. Find the number of cubes formed.

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B. 8960. C. 5120. D. 6420 If a metallic cuboid weight 16 kg . how much would a miniature cuboid of metal weight if all dimensions are reduced to one-fourth of the original ?

The volume of a cuboid is calculated by multiplying the length by the width and the height of the cuboid. This free density calculator determines any of the three variables in the density equation given the other two. In addition, explore hundreds of other calculators including topics such as finance, math, health, fitness, weather, and even transportation. Click here👆to get an answer to your question ️ A cuboidal metal block of dimensions 20 cm × 16 cm × 12 cm weighs 6 kg. Find the weight of block of the same metal of size 10 cm × 8 cm × 8 cm.

This free density calculator determines any of the three variables in the density equation given the other two. In addition, explore hundreds of other calculators including topics such as finance, math, health, fitness, weather, and even transportation.

Two (c) What is the mass in kilograms? Practice Question 2. The metal block shown below has mass 2kg.

A solid metallic cuboid of dimensions (9m × 8m × 2m) is melted and recast into solid cubes of edge 2m. Find the number of cubes so formed. asked Apr 24, 2020 in …

Step-by-step explanation: please like and follow with me A metallic sheet is of rectangular shape with dimensions 48 m × 36 m. From each of its corners, a square is cut off so as to make an open box.

Step-by-step explanation: Let original dimensions be L, B and H. Volume of cuboid = LBH => 16 kg = LBH. All dimensions are reduced to one fourth ( given ) l = L/4. b = B/4. h = H/4. New weight : => L/4 × B/4 × H/4 => LBH × 1/64 => 16/64 => 0.25 kg.
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Face Area Af The size of each face of the cuboid. For a perfect cube, all three faces will be the same, but for an irregular cuboid, there will be three different values. Opposite sides will always be identical. Total Surface Area At The surface area of all six faces of the Cuboid added together.

East 9 t 16 Kg. F). Change the following to tonnes (t) and A uniform beam, AB, is 6 m long and has a weight of 240 N. Initially 4.2 is made of uniform sheet metal with cross-section the frame shown in Fig. A box is to be assembled in the shape of the cuboid shown in Fig. 3.1.
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3D asset Weight 16kg , formats include MAX, OBJ, FBX, UNITYPACKAGE, GLTF, TBSCENE, ready for 3D animation and other 3D projects

Height (h) = 2 m. Edge of a cube (a) = 2 m.

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If a metallic cuboid weighs 16 kg, how much would a miniature cuboid of metal weigh, if all dimensions are reduced to one-fourth of the original? (a) 0.25 kg (b) 0.50 kg (c) 0.75 kg (d) 1 kg

#Learn more . A cube and a cuboid have the same volume and the dimensions of the cuboid are in the ratio of 1:2:4.

Weight of a solid metallic sphere of radius 4 cm is 4 kg. The weight of a hollow sphere made with same metal, whose outer diameter is 16 cm and inner diameter is 12 cm, is . A) The volume of a cuboid is twice the volume of a cube. If the dimensions of the cuboid are 9 cm, 8 cm and 6 cm, then total surface area of the cube will be . A). 213

If a metallic cuboid weighs 16 kg, how much would a miniature cuboid of metal weigh, if all dimensions are reduced to one-fourth of the original D.M.R.C.

Here, Assuming the density is equally distributed, Weight α Volume. Weight = k× Volume. Volume of the cuboid is L×B ×H = LBH. 16kg = kLBH ⋯(1) All the dimensions are reduced to one-Fourth.