Suppose that a random number generator randomly generates a number from 1 to 65. Once a specific number is generated, the generator will not select that number again until it is reset. If a person uses the random number generator 65 times in a row without resetting, how many different ways can the numbers be generated? Write your answer in factorial notation.
since for first number we have 65 choices, for 2nd remainning 64 choices (since 1st number can not be chosen, for 3rd 63 choices (since first 2 selected can not be chosen),,,,,,,,,
therefore total number of ways the numbers can be generated =65*64*63....*1 =65!
Suppose that a random number generator randomly generates a number from 1 to 65. Once a...