Suppose a random sample of 1,220 adults in a certain country were asked about their opinion regarding federal spending on public education. Respondents were asked whether federal spending on public education was (a) too low, (b) adequate, or (c) too high. Respondents were classified by income level. Choose the correct hypotheses to test whether there is an association between the response to the question and income level.A. Upper H 0H0:Among adults in the country, opinions about federal spending on education and income level are associated.Upper H Subscript aHa:Among adults in the country, opinions about federal spending on education and income level are independent.B. Upper H 0H0:There is no difference between the proportions of adults in the country who responded (a), (b) or (c) to the opinion question.Upper H Subscript aHa:There is a difference between the proportions of adults in the country who responded (a), (b) or (c) to the opinion question.C. Upper H 0H0:Among adults in the country, opinions about federal spending on education and income level are independent.Upper H Subscript aHa:Among adults in the country, opinions about federal spending on education and income level are associated.D. None of these
Accepted Solution
A:
Answer:A. Upper H 0H0:
Among adults in the country, opinions about federal spending on education and income level are associated.
Upper H Subscript aHa:
Among adults in the country, opinions about federal spending on education and income level are independent.Step-by-step explanation:
The null hypothesis (H0) is the statement that two phenomena are unrelated (the response and the income level). This hypothesis indicates that a population parameter (in this case, a parameter that represents association) is equal to a hypothetical value.And the alternative hypothesis is what you expect to prove; that the two phenomena are related in some way. Normally, this hypothesis indicates that a population parameter (in this case, a parameter that represents association) is different from a value.