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Mathematics 16 Online
OpenStudy (precal):

6th grade probability problem-yes, I should know how to do this (need a double check)

OpenStudy (precal):

if 1 carton of milk is selected at random from each store, what is the probability that both cartons will contain chocolate milk?

OpenStudy (precal):

Store x type - strawberry 8 cartons chocolate 12 cartons skim 20 cartons Store y strawberry 9 cartons cholate 5 cartons skim 11 cartons

OpenStudy (anonymous):

What is your strategy?

OpenStudy (precal):

store x is 12/40 which is 3/10 store y is 5/25 which is 1/5 not sure if to add or multiply these together I think it is multiply and the solution s 3/50 my strategy is to guess

OpenStudy (precal):

I think I am going to go with 3/50 because even if I added them together it would be 1/2 and that is not even a possible solution to choose from

OpenStudy (anonymous):

When you want the probability that two events both happen, and the events are independent of each other, then you multiply the probabilities. You're using intuition.

OpenStudy (precal):

not sure what key word tells me to multiply

OpenStudy (precal):

no I am guessing.....it has been a long time since I have done probability

OpenStudy (anonymous):

We like to express this as: \[ \Pr(A\cap B)=\Pr(A)\cdot \Pr(B) \]

OpenStudy (precal):

yes that is way beyond 6th grade, I have to use a 6th grade brain (I mean approach)

OpenStudy (precal):

Thanks for the double check

OpenStudy (anonymous):

Well, the six grade way would be to count all the possibilities, then to count the 'target' possibilities.

OpenStudy (precal):

too much work but thanks...........

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