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The probability that a randomly selected adult owns an e-reader is 0.26. The probability that a randomly selected adult owns a tablet computer is 0.31. The probability that a randomly selected adult owns both kinds of devices is 0.17. The events E: a randomly selected adult owns an e-reader and T: a randomly selected adult owns a tablet computer areAIndependent because P(E) x P(T) = P(E and T)BIndependent because P(E) x P(T) P(E and T)CDependent because P(E) x P(T) = P(E and T)DDependent because P(E) x P(T) P(E and T)Eimpossible to tell if independent or not due to insufficient information Solution P(E) = P( e - reader) = 0.26 P(T) = P( tablet computer) = 0.31 P( E n T) = P(e -reader and tablet) = 0.17 P(E) x P(T) = 0.26*0.31 = 0.0806 [ANSWER] D. Dependent because P(E) x P(T) P(E and T).

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The probability that a randomly selected adult owns an e-reader is 0.26. The probability that a randomly selected adult owns a tablet computer is 0.31. The probability that a randomly selected adult owns both kinds of devices is 0.17. The events E: a randomly selected adult owns an e-reader and T: a randomly selected adult owns a tablet computer areAIndependent because P(E) x P(T) = P(E and T)BIndependent because P(E) x P(T) P(E and T)CDependent because P(E) x P(T) = P(E and T)DDependent because P(E) x P(T) P(E and T)Eimpossible to tell if independent or not due to insufficient information Solution P(E) = P( e - reader) = 0.26 P(T) = P( tablet computer) = 0.31 P( E n T) = P(e -reader and tablet) = 0.17 P(E) x P(T) = 0.26*0.31 = 0.0806 [ANSWER] D. Dependent because P(E) x P(T) P(E and T)

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The probability that a randomly selected adult owns an e-reader is 0..pdf

  • 1. The probability that a randomly selected adult owns an e-reader is 0.26. The probability that a randomly selected adult owns a tablet computer is 0.31. The probability that a randomly selected adult owns both kinds of devices is 0.17. The events E: a randomly selected adult owns an e-reader and T: a randomly selected adult owns a tablet computer areAIndependent because P(E) x P(T) = P(E and T)BIndependent because P(E) x P(T) P(E and T)CDependent because P(E) x P(T) = P(E and T)DDependent because P(E) x P(T) P(E and T)Eimpossible to tell if independent or not due to insufficient information Solution P(E) = P( e - reader) = 0.26 P(T) = P( tablet computer) = 0.31 P( E n T) = P(e -reader and tablet) = 0.17 P(E) x P(T) = 0.26*0.31 = 0.0806 [ANSWER] D. Dependent because P(E) x P(T) P(E and T)