The length and breadth of a cuboidal store are in the ratio 2 1 and its height is 3 5 metres If the ...........

Quantitative Aptitude (CPO) Mensuration 3D

The length and breadth of a cuboidal store are in the ratio 2 : 1 and its height is 3.5 metres. If the area of its four walls (including

doors) is 210 m² , then its volume is

This questions was previously asked in

SSC CPO 13th Dec 2019 Shift-2

679 m³

700 m³

567 m³

1050 m³

- The dimensions of the store are given in a ratio of 2:1 for length (l) and breadth (b).

- Let the length be 2x and the breadth be x. The height is provided as 3.5 meters.

- The area of the four walls, calculated as 2h(l+b), is provided as 210 m².

- Substitute: 2 * 3.5 * (2x + x) = 210.

- Simplifying gives 7 * 3x = 210; means 21x = 210; hence, x = 10.

- This implies the length is 20 m, and the breadth is 10 m.

- The volume of the cuboid is given by l*b*h = 20 * 10 * 3.5 = 700 m³.

Your answer is:

- Option 2, 700 m³

Submit Error