A random sample is collected to test the hypothesis that more than 60% of the Perlis population favours a new youth centre near Kangar. The calculated p-value is 0.025. If the test was performed at a...

Extracted text: A random sample is collected to test the hypothesis that more than 60% of the Perlis population favours a new youth centre near Kangar. The calculated p-value is 0.025. If the test was performed at a 5% significance level, which statement is CORRECT? A. We can conclude that 40% of the population is not in favour of the new youth centre. We cannot conclude that 40% of the population favours the new youth centre. | We can conclude that more than 60% of the population favours the new youth В. С. centre. D. We cannot conclude that more than 60% of the population favours the new youth centre. A. В D Answer A 99% confidence interval for a population proportion based on a random sample of size sixty is 55% to 68%. Given the hypothesis H, : p = 70% versus H, : p + 70%, A. we reject H, at 1% significance level. B. we fail to reject H,at 1% significance level. we have sufficient evidence to conclude that the population proportion is different than 70%. C. D. we have insufficient evidence to conclude that the population proportion is different than 70%. A В D Answer