Mathematics

Mathematics, 01.07.2019 01:30, edjiejwi

Laura wants 3 scoops of ice cream. she can choose from vanilla, chocolate, mint, raspberry, blueberry, and coffee flavors. how many combinations of 3 scoops of ice cream can laura choose from? show your work and explain whether or not this is a scenario in which repetition is allowed.

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Mathematics, 26.07.2019 11:00, BigCra

An ice cream store has 12 flavors of ice cream to choose from. on tomfool tuesdays, ice cream is half price as long as you let the server pick three random flavors for you. if you order a half-price sundae, what is the probability that your random scoops will be chocolate, strawberry, and vanilla? assume that all scoops must be different flavors.

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Mathematics, 27.07.2019 04:20, kayla8243

An ice cream store has 12 flavors of ice cream to choose from. on “tomfool tuesdays,” ice cream is half price as long as you let the server pick three random flavors for you. if you order a half-price sundae, what is the probability that your random scoops will be chocolate, strawberry, and vanilla? assume that all scoops must be different flavors.

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If frosty ice cream has 24 flavors, how many 2-scoop combinations are possible if the two scoops are not the same flavor? note: chocolate + vanilla vanilla + chocolate.

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Mathematics, 06.10.2019 05:40, kayla6653

Tino's ice cream shoppe features seven flavors: vanilla, chocolate, pistachio, coconut, blackberry, lemon, and saffron. tino will gladly make you an ice cream shake featuring any two scoops you want (not necessarily of different flavors). for example, you can order blackberry-vanilla, or pistachio-saffron, or even chocolate-chocolate. since the scoops are just going into the blender anyway, the order of the scoops doesn't matter: there's no difference between blackberry-vanilla and vanilla-blackberry. how many different shakes can you order?

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Laura wants 3 scoops of ice cream. she can choose from vanilla, chocolate, mint, raspberry, blueberr...

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