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Partial Question 10 0.5 / 1 pts For the following question, fill in the numerical answers in the form of x C y where the solution is computed as x Choose y. Suppose the ACM was giving away doughnuts Tuesday morning outside Comp Sci. Today they bought boxes of 13 (that's a baker's dozen) doughnuts each of 5 types (plain, blueberry, chocolate, etc.). If their table can only hold 9 total doughnuts at a time, how many different ways could they display 9 doughnuts of the 5 types (given that doughnuts of the same type are indistinguishable)? 13 C 4 Answer 1: 13 Answer 2: 4

          Partial
Question 10
0.5 / 1 pts
For the following question, fill in the numerical answers in the form of x C y where the solution is computed as x Choose y.
Suppose the ACM was giving away doughnuts Tuesday morning outside Comp Sci. Today they bought boxes of 13 (that's a baker's dozen) doughnuts each of 5 types (plain, blueberry, chocolate, etc.). If their table can only hold 9 total doughnuts at a time, how many different ways could they display 9 doughnuts of the 5 types (given that doughnuts of the same type are indistinguishable)?
13
C 4
Answer 1:
13
Answer 2:
4

Partial
Question 10
0.5 / 1 pts
For the following question, fill in the numerical answers in the form of x C y where the solution is computed as x Choose y.
Suppose the ACM was giving away doughnuts Tuesday morning outside Comp Sci. Today they bought boxes of 13 (that's a baker's dozen) doughnuts each of 5 types (plain, blueberry, chocolate, etc.). If their table can only hold 9 total doughnuts at a time, how many different ways could they display 9 doughnuts of the 5 types (given that doughnuts of the same type are indistinguishable)?
13
C 4
Answer 1:
13
Answer 2:
4

Added by Jenny M.

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