jmc

Question

Allie and Betty play a game where they take turns rolling a standard die. If a player rolls n, she is awarded f(n) points, where f(n) = arraycl 6 & if n is a multiple of 2 and 3, 2 & if n is only a multiple of 2, 0 & if n is not a multiple of 2. array .Allie rolls the die four times and gets a 5, 4, 1, and 2. Betty rolls and gets 6, 3, 3, and 2. What is the product of Allie's total points and Betty's total points?

Accepted Answer

For Allie, 5 and 1 get her no points since they are not multiples of 2, while 4 and 2 are multiples of 2 and each get her 2 points for a total of 4 points. For Betty, 3 and 3 get her no points, 2 gets her 2 points, and 6 is a multiple of 2 and 3, so it gets her 6 points. So, Betty has a total of 8 points and the product of Allie and Betty's total points is 48=32.