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A fortune teller specialising in predicting the outcome of coin flips claims that he can successfully predict the outcome of a coin flip 60% of

A fortune teller specialising in predicting the outcome of coin flips claims that he can successfully predict the outcome of a coin flip 60% of the time. You suspect that he is actually more accurate than what he claims to be and decide to conduct hypothesis test.What should the null and alternative hypothesis be?

  1. H0 : P(success) = 0.5, H1 : P(success) > 0.6
  2. H0 : P(success) = 0.5, H1 : P(success) < 0.6
  3. H0 : P(success) = 0.6, H1 : P(success) > 0.6
  4. H0 : P(success) = 0.6, H1 : P(success) < 0.6
  5. H0 : P(success) = 0.5, H1 : P(success) > 0.5

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