A chicken farm ideally produces 300,000 eggs per day, but this total can vary by as much as 12,500 eggs per day. What is the maximum and minimum expected production at the farm?
Well, well, well, looks like we have a juggling chicken farm on our hands! If they ideally produce 300,000 eggs per day, but can vary by as much as 12,500 eggs per day, then the maximum expected production would be 312,500 eggs (300,000 + 12,500) and the minimum expected production would be 287,500 eggs (300,000 - 12,500). Those chickens sure know how to keep us on our toes!
To determine the maximum and minimum expected production at the farm, we need to add and subtract the maximum deviation of 12,500 eggs from the ideal production of 300,000 eggs.
Maximum expected production: 300,000 + 12,500 = 312,500 eggs per day
Minimum expected production: 300,000 - 12,500 = 287,500 eggs per day
Therefore, the maximum expected production at the farm is 312,500 eggs per day, and the minimum expected production is 287,500 eggs per day.
To calculate the maximum and minimum expected production at the chicken farm, we need to consider the range provided (12,500 eggs per day) around the ideal production (300,000 eggs per day).
To find the maximum expected production, we add the range to the ideal production:
Maximum expected production = Ideal production + Range
= 300,000 eggs/day + 12,500 eggs/day
= 312,500 eggs/day
So, the maximum expected production at the chicken farm is 312,500 eggs per day.
To find the minimum expected production, we subtract the range from the ideal production:
Minimum expected production = Ideal production - Range
= 300,000 eggs/day - 12,500 eggs/day
= 287,500 eggs/day
So, the minimum expected production at the chicken farm is 287,500 eggs per day.
Therefore, at the chicken farm, the maximum expected production is 312,500 eggs per day, while the minimum expected production is 287,500 eggs per day.
clearly, it is
300000+12500
300000-12500