Question
In: Math
An ice cream shop sells five-scoop ice cream cones, allowing customers to pick which flavors they...
An ice cream shop sells five-scoop ice cream cones, allowing customers to pick which flavors they want stacked on their cone. The shop has the following ice cream flavors available: chocolate, vanilla, strawberry, mint & chocolate chip, rocky road, cookies & cream, cookie dough, cotton candy, butter pecan, birthday cake, and cherry. Note that customers can order a five-scoop cone with multiple scoops of the same flavor.
a) How many five-scoop cones are possible if order of the ice cream scoops matter?
b) How many groupings of five flavors are possible for a five-scoop cone (meaning that scoop order is ignored)?
c) If a customer asks to be “surprised” by a randomized five-scoop cone, how likely is it that they will receive a cone with five scoops of the same ice cream flavor if the process is truly random?
Solutions
milcah answered 1 year agoRelated Solutions
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Price
Dmitri’s Quantity Demanded
Frances’s Quantity Demanded
(Dollars per cone)
(Cones)
(Cones)
1
8
14
2
5
10
3
3
6
4
1
3
5
0
1
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