Question

a state lottery involves the random selection of six different numbers between 1 and 20. how many different possible six-number combinations could be generated?

Answer 1

64,000,000

Explanation:

To find out how many combinations there are, you first must do an equation of multiplying these numbers.

20×20×20×20×20×20

Reason being: There are six different number combinations that all are between 1 and 20, so you must multiply all of these numbers.

If you multiply them all together, you would get 64,000,000 different combinations.

Hope it helped!