A state lottery game requires a person to select ten different numbers from thirty-three numbers. The order of the selection is not important. In how many ways can this be done?
A) $286$
B) $1,144,066$
C) $92,561,040$
D) $330$
E) $2 , \mathrm { e } 10$

Question

Quizplus · Accepted Answer

The number of ways to select 10 different numbers from 33 numbers is given by the combination formula:C(33, 10) = 33! / (10! * (33 - 10)!) = 92,561,040

A State Lottery Game Requires a Person to Select Ten 286286286

A State Lottery Game Requires a Person to Select Ten $286$