A bag contains 16 poker chips: 6 red poker chips, seven blue poker chips, and 3

Question

A bag contains 16 poker chips: 6 red poker chips, seven blue poker chips, and 3 gold poker chips. Each of the poker chips is also numbered with a unique number from 0 to 15, inclusive. 6. a) (2 points) If all 16 poker chips are drawn without replacement, how many sequences of numbers are possible (without regard for the color of the chips)? b) (3 points) If all 16 poker chips are drawn without replacement, how many different color sequences are possible (without regard for the numbers on the chips)? (Consider all poker chips of a given color to be interchangeable, and "the same" in this context.)

Explanation / Answer

a) Sequences of number that are possible = 15 ! ( as the first number will be fixed)

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