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The probability that a young Canadian plays soccer in the summer is 0.57. The probability that a young Canadian plays hockey in the winter is 0.83. Assuming that these are independent events, If a young Canadian is chosen at random, what is the probability that they play hockey or soccer?
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@Directrix
sorry it says "or" i should learn to read
assuming "or" means one or the other or both, add them up and then subtract the product
But what am I substracting from? 0.57+ 0.83- 1.4 What do I do from there?
\[.57+.83-.57\times .83\]
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Alright thanks man.
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