An MP3 manufacturer claims that 65% of teenagers 13 to 16 years old have their own MP3 players. A researcher wishes to test the claim and selects a random sample of 80 teenagers. She finds that 57 have their own MP3 players. At α = 0.05, should the claim be rejected? Use the P-value method. Required steps: 1) name given values, 2) state null and alternate hypotheses, identifying the claim, 3) verify the sample is approximately normal, 4) sketch the representative density curve, 5) compute test statistic, 6) summarize findings in a statement

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An MP3 manufacturer claims that 65% of teenagers 13 to 16 years old have their own MP3 players. A researcher wishes to test the claim and selects a random sample of 80 teenagers. She finds that 57 have their own MP3 players. At α = 0.05, should the claim be rejected? Use the P-value method.

Required steps: 1) name given values, 2) state null and alternate hypotheses, identifying the claim, 3) verify the sample is approximately normal, 4) sketch the representative density curve, 5) compute test statistic, 6) summarize findings in a statement

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