Question

Turner Field in Atlanta, GA, has \(49,831\) seats. Jacobs Field in Cleveland, OH, has \(43,368\) seats. How many seats would need to be added to Jacobs Field for it to have as many seats as Turner Field?

Short answer

The number of seats that need to be added to the Jacobs Field in order to match the seating capacity of the Turner Field is \(49831 - 43368 = 6463\) seats.

Step-by-step solution

Determining the given values

The number of seats at Turner Field in Atlanta, GA, is \(49,831\) and the number of seats at Jacobs Field in Cleveland, OH, is \(43,368\).

Subtract the Smaller Value from the Larger One

The idea here is to find the difference between two values. That means subtracting the smaller value (the number of seats in Jacobs Field) from the larger value (the number of seats in Turner Field). The formula for this operation is: Difference = Larger value - Smaller value. In this case, Difference = Number of seats at Turner Field - Number of seats at Jacobs Field = 49831 - 43368.

Calculate the Difference

By calculating the subtraction 49831 - 43368, we obtain the difference, which represents the number of seats that need to be added to the Jacobs Field for it to have the same number of seats as the Turner Field.