Janelle requested one statistics book from two different libraries of her neighborhood. There is 52% chance that the book is available in the first library and there is 25% chance of its availability in the second library. The probability that Janelle can check out the statistics book from the second library and not from the first library is 0.52 0.75 0.12 0.36 The probability that the book is not available for checkout at either of the libraries is 0.25 0.12 0.36 0.75 0.52
@rational
first library : 52% for available that means, 48% for not available yes ?
so the first is 0.75?
both of them are 75?
@rational
no
The probability that Janelle can check out the statistics book from the second library and not from the first library is multiply the probabilities of `not available at first library` and ` available at second library` : \[0.48 \times 0.25\]
multiply them, what do u get ?
0.12?
Yes!
thats for first problem
thnx
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