For the following pairs, indicate which do not comply with the rules for setting up hypotheses, and explain why. (Select all that apply.)
(a) $H_0: \mu = 11$, $H_1: \mu = 11$
This pair complies:
This pair does not comply because $\mu$ is not a population characteristic.
This pair does not comply because both hypotheses use an equal sign.
This pair does not comply because the two hypotheses use different numbers
X
(b) $H_0: p = 0.7$, $H_1: p > 0.8$
This pair complies.
This pair does not comply because $p$ is not a population characteristic.
This pair does not comply because both hypotheses use an equal sign.
This pair does not comply because the two hypotheses use different numbers
(c) $H_0: \mu = 121$, $H_1: \mu < 121$
This pair complies.
This pair does not comply because $\mu$ is not a population characteristic.
This pair does not comply because both hypotheses use an equal sign.
This pair does not comply because the two hypotheses use different numbers
(d) $H_0: \mu = 120$, $H_1: \mu = 121$
This pair complies
This pair does not comply because $\mu$ is not a population characteristic
This pair does not comply because both hypotheses use an equal sign.
This pair does not comply because the two hypotheses use different numbers
X
(e) $H_0: p = 0.3$, $H_1: p \neq 0.3$
This pair complies
This pair does not comply because $p$ is not a population characteristic.
This pair does not comply because both hypotheses use an equal sign.
This pair does not comply because the two hypotheses use different numbers.
