Question The starting lineup for a softball team consists of 10 players, How many different batting orders are possible using the starting lineup

The number of different batting orders are possible using the starting lineup is 3628800 How to determine the number of different batting orders are possible using the starting lineup? The given parameter is Players, n = 10 The different batting orders are possible using the starting lineup is calculated using the following permutation expression Ways = nCn Substitute the known values in the above equation Ways = 10P10 Apply the permutation formula Ways = 10!/(10 – 10)! Evaluate the difference Ways = 10!/0! 0! = 1 So, we have: Ways = 10!/1 Evaluate Ways = 10! Expand Ways = 10 * 9 * 8 * 7 * 6 * 5 * 4 * 3 * 2 * 1 Evaluate the product Ways = 3628800 Hence, the number of different batting orders are possible using the starting lineup is 3628800 Read more about combination at: https://brainly.com/question/11732255 #SPJ1 Reply

different batting ordersare possible using the starting lineup is 3628800## How to determine the number of different batting orders are possible using the starting lineup?

different battingorders are possible using the starting lineup is calculated using the followingpermutation expressionpermutationformuladifferent batting ordersare possible using the starting lineup is 3628800combinationat: