Volume of cuboid: In this article

In this article, we will discuss how to compute the volume , surface area, and space diagonal of a cuboid . A Cuboid is a 3D geometric shape that resembles a rectangular box. Answer: The volume of a cuboid with length, breadth and height as 5x units, 3x2 units and 7x4 units respectively is 105X^7 cubic units. Step-by-step explanation: 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 ... Explanation: " Define dimensions: " We assign values to the variables length, width, and height to represent the dimensions of the cuboid . " Calculate volume : " The formula for the volume of a cuboid is volume = length " width " height. We use this formula to calculate the volume and store it in the volume variable. " Print result: