Volume of cuboid: The height of the cuboid will be

The height of the cuboid will be 12 cm (option 1). Given, The volume of the cuboid = 756 cm³ Base area = 63 cm² To find, The height of the cuboid . Solution, The height of the cuboid will be 12 cm. We can easily solve this problem by following the given steps. According to the question, The volume of the cuboid = 756 cm³ Base area = 63 cm² We know that the base area of the cuboid is the multiplication of its length and breadth (lb). So, we have lb = 63 cm² The volume of the cuboid = 756 ... Given: If the volume of a cuboid is 2x^2-8 To Find: find its possible dimensions Solution: A cuboid is a 3-dimensional figure of the 2- dimensional shape rectangle. The volume of cuboid is given by, V=l"b"h where l is length, b is the breadth and h is height. Now we are given an equation and we need to find the possible dimensions of the cuboid , We will need to factorize the equation, which goes as, Using the identity (x^2-y^2)= (x-y) (x+y), so the possible dimensions of the cubiod will be ... Since each cuboid has a volume of 32 cm³, only one more cuboid is needed to make the volume 64 cm³, which can then form a cube. (iv) How can we change the cuboid into a cube? Click here 👆 to get an answer to your question ️ Volume of cuboid having length 5.1 m, breadth 2 m and height 2 m.