A national survey shows that $$\(95 \%\)$$ of year 12 students use social media. Arvin suspects that the percentage of year 12 students at his college who use social media is less than the national percentage. He chooses a random sample of 20 students at his college and notes the number who use social media. He then carries out a test at the $$\(2 \%\)$$ significance level. Find the probability of a Type I error. ........................................................................................................................................................ ........................................................................................................................................................ ........................................................................................................................................................ ........................................................................................................................................................
Exam No:9709_m20_qp_62 Year:2020 Question No:7(b)
Answer:
\(0.0159\)
Knowledge points:
6.5.5 calculate the probabilities of making Type I and Type II errors in specific situations involving tests based on a normal distribution or direct evaluation of binomial or Poisson probabilities.
Solution:
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