Problema Solution
Player A has an OPS (on-base percentage) of 57/67 or 85.07% and player B has an OPS of 41/48 or 85.42%. Assume each player is a free agent available to be signed and you have to decide which one to add to your team. Player A wants a salary of $6,000,000 and Player B wants a salary of $8,000,000. Create a formula showing the ratio of OPS to salary. Based on your ratio, which player is a better value for the money?
Answer provided by our tutors
OPS/Salary of A =(57/67)/$6,000,000 = 1/7,052,632
OPS/Salary of B =(41/48)/$8,000,000 = 1/9,365,854
OPS/Salary of A is higher
Player A is a better value for the money