Determine the number of pigs that could be stocked in a pig sty with dimensions of 14.0 m by 6.0 m. If the required floor space per pig is 2m\(^{2}\)

To determine the number of pigs that can be stocked in a pig sty, we need to calculate the total floor area of the sty and divide it by the required floor space per pig. The area of the pig sty can be calculated by multiplying its length by its width: Area of pig sty = Length x Width Area of pig sty = 14.0 m x 6.0 m Area of pig sty = 84.0 square meters Next, we need to determine the number of pigs that can be stocked in this area, given that each pig requires 2 square meters of floor space. We can do this by dividing the area of the sty by the required floor space per pig: Number of pigs = Area of pig sty / Required floor space per pig Number of pigs = 84.0 square meters / 2 square meters per pig Number of pigs = 42 Therefore, the number of pigs that could be stocked in a pig sty with dimensions of 14.0 m by 6.0 m is 42. It's important to note that this calculation assumes that all the available floor space is used for pigs and that there are no other structures or obstacles in the sty. Additionally, the welfare of the pigs must also be considered, and it's important to provide enough space for the pigs to move around and exhibit their natural behaviors.