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An ice cream kiosk sells cones with two scoops of ice cream. It offers a choice of six different flavors each day. The scoops may be the same flavor or different flavors.

Choice of the day:
1. Vanilla
2. Chocolate
3. Strawberry
4. Mint
5. Peach
6. Tutti Frutti

How many different choices of ice cream cone does the kiosk offer each day?



Answer :

GinnyAnswer

Final answer:

In Mathematics, High School students can solve the number of different combinations for ice cream flavors using the combinations without repetition formula.


Explanation:

Combinations without repetition:

When choosing three scoops of different flavors from 5 available options, the number of different combinations possible can be calculated using the formula for combinations without repetition, which is nCr = n! / r!(n-r)!. In this case, with 5 flavors and choosing 3 scoops, the total number of combinations is 5! / 3!(5-3)! = 10 combinations.


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