$($h$)$ What is the test statistic?

$($i$)$ Do we reject the null or fail to reject the null.

$($j$)$ Interpret your result.

$($k$)$ what is a possible decision or action you can take at this point?A school is testing a new educational model which is student centered rather than teacher$/$lecture

centered. They compare two groups of students. One group used the student centered approach

and the other used the traditional teacher$/$lecture centered approach. $734$ students enrolled in the

teacher$/$lecture centered approach and $364$ passed. $567$ students enrolled in the student centered

class and $335$ passed. Using a $.05$ significance level determine if the student centered approach

improved pass rates.

$($a$)$ How many samples do we have.

$($b$)$ If there are two samples are they independent of dependent?

$($c$)$ What is the parameter type?

$($d$)$ What is the null hypothesis? Explain your reasoning

$($e$)$ What is the alternative hypothesis? Explain your reasoning.

$($f$)$ Is your test two$-$tailed, left$-$tailed or right$-$tailed?

$($g$)$ What is the level of significance $?$

$($h$)$ What is the test statistic?