Question

Do a hypothesis test on the claim that the proportion of all females who always wear a seat belt equals the proportion of males who do the same if 90 out of 150 females say they always weat a seat belt while 75 out of 150 males say they always wear a seat belt. Use $\alpha = 0.05$ Select the correct conclusions. $\square$ Since test statistics $\in$ critical region, reject $H_0$ $\square$ Since test statistics $\in$ critical region, do not reject $H_0$ $\square$ Since test statistics $\notin$ critical region, reject $H_0$ $\square$ Since test statistics $\notin$ critical region, do not reject $H_0$ $\square$ Since p-value $> \alpha$, reject $H_0$ $\square$ Since p-value $> \alpha$, do not reject $H_0$ $\square$ Since p-value $< \alpha$, reject $H_0$ $\square$ Since p-value $< \alpha$, do not reject $H_0$ $\square$ There is sufficient evidence to reject the claim. $\square$ There is no sufficient evidence to reject the claim. $\square$ The data support the claim. $\square$ The data do not support the claim.

          Do a hypothesis test on the claim that the proportion of all females who always wear a seat belt equals the proportion of males who do the same if 90 out of 150 females say
they always weat a seat belt while 75 out of 150 males say they always wear a seat belt. Use $\alpha = 0.05$
Select the correct conclusions.
$\square$ Since test statistics $\in$ critical region, reject $H_0$
$\square$ Since test statistics $\in$ critical region, do not reject $H_0$
$\square$ Since test statistics $\notin$ critical region, reject $H_0$
$\square$ Since test statistics $\notin$ critical region, do not reject $H_0$
$\square$ Since p-value $> \alpha$, reject $H_0$
$\square$ Since p-value $> \alpha$, do not reject $H_0$
$\square$ Since p-value $< \alpha$, reject $H_0$
$\square$ Since p-value $< \alpha$, do not reject $H_0$
$\square$ There is sufficient evidence to reject the claim.
$\square$ There is no sufficient evidence to reject the claim.
$\square$ The data support the claim.
$\square$ The data do not support the claim.

Do a hypothesis test on the claim that the proportion of all females who always wear a seat belt equals the proportion of males who do the same if 90 out of 150 females say
they always weat a seat belt while 75 out of 150 males say they always wear a seat belt. Use α = 0.05
Select the correct conclusions.
□ Since test statistics ∈ critical region, reject H0
□ Since test statistics ∈ critical region, do not reject H0
□ Since test statistics ∉ critical region, reject H0
□ Since test statistics ∉ critical region, do not reject H0
□ Since p-value > α, reject H0
□ Since p-value > α, do not reject H0
□ Since p-value < α, reject H0
□ Since p-value < α, do not reject H0
□ There is sufficient evidence to reject the claim.
□ There is no sufficient evidence to reject the claim.
□ The data support the claim.
□ The data do not support the claim.

Added by Jeremy B.

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