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Multiple fill-in-the-blank

Question at position 25 Claims and variables: Frequency claims tend to have Printed Blank[input]Question Blank 1 of 81 measuredRemove Choice 1 measured variable(s). Association claims tend to have Printed Blank[input]Question Blank 2 of 82 measuredRemove Choice 2 measured variable(s). Causal claims tend to have Printed Blank[input]Question Blank 3 of 81 manipulated and 1 measuredRemove Choice 1 manipulated and 1 measured variable(s). When assessing headlines, we typically look at the number of variables involved and the verb a journalist uses. Classify the following headlines based on whether they are frequency, association, or causal claims. [table] "People with High Social Media Use Tend to Have Lower Self-Esteem" | Printed BlankQuestion Blank 4 of 8Answer "One in Four Students Have a Tiktok Addiction" | Printed BlankQuestion Blank 5 of 8Answer "Seeing First-Generation Role Models Improves Belonging for First-Generation College Students" | Printed BlankQuestion Blank 6 of 8Answer "80% of People Report Feeling Closer to Family After Holiday Gatherings" | Printed BlankQuestion Blank 7 of 8Answer "Taking a Deep Breath May Lower Anxiety Levels During a Test" | Printed BlankQuestion Blank 8 of 8Answer [/table] causalfrequency1 manipulated and 1 measuredassociation2 measured1 measured

Options
A.1 measur
B.2 measured
C.1 manipulated and 1 measured
D.association
E.frequency
F.causal
G.frequency
H.causal
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Step-by-Step Analysis
The question asks you to classify each headline as a frequency, association, or causal claim, and then fill in a set of blanks with the appropriate phrase. First, consider the structure of the three types: - Frequency claims typically involve one measured variable and report a proportion or rate (e.g., a percentage or count) but do not imply any comparison or manipulation. - Association claims involve two measured variables and describe a relationship or correlation between them, without implying causation. - Causal claims involve manipulation of a variable and measurement of an outcome, implying that one variable causes a change in another. Now, examine each option in turn and connect it to the corresponding headline. Option 1: "1 measur" — This would be appropriate for a headline or blank where there is a single variable that is measured (a frequency-type statement tends to involve a single measured variable). If a blank expects a frequency description or a headline about a single proportion, this would fit. However, the c......Login to view full explanation

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