Question

A concrete beam of cross sectional area (16×16)m is 1.6m Long. what is the volume of the beam​

Answer 1

Answer: 409.6 m^3

Explanation:

The volume of a rectangular prism is given by the formula V = l*w*h. The beam is considered a rectangular prism. We already know the area of the beam since it is specified as 16*16. This is also the l*w since area is l*w. So, V = 16*16*h. The height is given as 1.6 m. V = 16*16*1.6 = 409.6 m^3.

Answer 2

To calculate the volume of the concrete beam, we need to multiply its cross-sectional area by its length.

The cross-sectional area of the beam is given as (16 × 16) m² = 256 m².

The length of the beam is given as 1.6 m.

To find the volume, we multiply the cross-sectional area by the length:

Volume = Cross-sectional area × Length
= 256 m² × 1.6 m
= 409.6 m³

Therefore, the volume of the concrete beam is 409.6 cubic meters.