Determine whether the following statement makes sense or does not make sense, and explain your reasoning. Improperly worded questions can steer respondents towards answers that are not their own. Choose the correct answer below. O A. The statement makes sense because if a question is worded improperly, respondents might not know what is actually being asked.

Ms. Kradin surveyed the $84$84​ students that she teaches and asked them if they preferred to play soccer or basketball. The results are displayed in the table below.     Soccer  Basketball Total 11th graders  $28$28​ $20$20​ $48$48​ 12th graders $21$21​ $15$15​ $36$36​ Total $49$49​ $35$35​ $84$84​ Which of the following statements are true? Select all that apply.      Responses A 11th graders and 12th graders are equally likely to prefer soccer. 11th graders and 12th graders are equally likely to prefer soccer. B A 12th grade student is less likely to prefer soccer than an 11th grade student. A 12th grade student is less likely to prefer soccer than an 11th grade student. C An 11th grade student is more likely to prefer basketball than a 12th grade student. An 11th grade student is more likely to prefer basketball than a 12th grade student. D The data does not suggest there is an association between what grade the students are in and their preference of…

None of the answers are eligible. The answers have to be either 0, 1, 2, 3, or 4

I don’t understand.

I need help with this question (Not honor class) (Not grading)

please explain: Male participants 26 Female participants 49 Lowest score 34 Highest score 91 Average mindfulness score of all participants 57.40; S.D.=10.89 Average Male mindfulness score 60.38; S.D.= 12.42 Average Female mindfulness score 55.80; S.D.= 9.69  inferential subsection t(73)= -1.77, p = .08

There are 4 parts to this question, please help me with all of them! Thank you!!

Can you rewite the solution to match the question order.... the blocks and drop downs. Im having a hard time determing what to put where...thanks

Defense of Marriage Act Both of the following questions are essentially the same. Does the difference in wording seem as though it could affect the way that people respond?  Are you in favor of the “Defense of Marriage Act”? Are you in favor of an act that for federal and state aid, only heterosexual marriages should be recognized?

VERBAL IF-THEN'S For each of the following, do your best to figure out if the statement is true or false. Give an explanation (or argument) justifying why you think what you think. NOTE: Each of the following refers to "a number" or “numbers". They are general statements. So, if there is any number (or numbers) for which it's false, then the statement is false. In other words, if you are thinking "that's true in some cases (or perhaps even many cases), but it's not true in all cases," then the statement is false. Warning: The word "number" does not mean "integer" or "positive integer". All integers are numbers, but not all numbers are integers. Integers are numbers like -13, -4, 0, 27, and 132. Non-integers are numbers like 2.61, - 5.8, and 55/9. The first of these is between the consecutive integers 2 and 3. The second is between -6 and -5. The third is between 6 and 7. So if you are going to test the statements by choosing a number or numbers to test it with, do not limit yourself to…