A box of dimensions 25cm * 30cm * 45cm is to be painted. A container which contains colour has a capacity to paint 1075cm2. How much containers are required to paint the box completely?

🎲 Try a Random Question  |  Total Questions in Quiz: 3  |  🧠 Study this quiz with Flashcards
This question is part of a full practice quiz:
Class 9 Maths Practice Test: Surface Areas and Volumes - Surface Area of a Cuboid and a Cube — practice the complete quiz, review flashcards, or try a random question.

The formulas for cube and cuboid shapes are based on their surface areas, lateral surface areas and volume.

Cube Cuboid
Total Surface Area = 6(side)2 Total Surface area = 2 (length × breadth + breadth × height + length × height)
Lateral Surface Area = 4 (Side)2 Lateral Surface area = 2 height(length + breadth)
Volume of cube = (Side)3 Volume of the cuboid = (length × breadth × height)
Diagonal of a cube = √3(side) Diagonal of the cuboid =√( length2 + breadth2 +height2)
Perimeter of cube = 12 × side Perimeter of cuboid = 4 (length + breadth + height)


A box of dimensions 25cm * 30cm * 45cm is to be painted. A container which contains colour has a capacity to paint 1075cm<sup>2</sup>. How much containers are required to paint the box completely?