

2. A principal claims that 70% of Advanced students in mathematics are male. Teacher X would like to investigate if this is true. She
randomly selected 22 students and found out that 12 of them are males. Run a binomial test to determine if there is enough
evidence to suggest that the proportion of male Advanced students is not the same to what the principal claim. Use alpha = 0.05

To determine if the observed proportion of male Advanced students differs from the principal's claim,

A principal claims that 70% of Advanced students in mathematics are male. Teacher X would like to investigate if this is true. She randomly selected 22 students and found out that 12 of them are males. Run a binomial test to determine if there is enough evidence to suggest that the proportion of male Advanced students is not the same to what the principal claim. Use alpha = 0.05

Conduct a binomial test to evaluate the principal's claim that 70% of Advanced math students are male. Teacher X sampled 22 students, finding 12 males. This page provides a solution using hypothesis testing at a 0.05 significance level to determine if the observed proportion significantly deviates from 70%.

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