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maths degree mathsAdvantage Hum -23 Hum -27 Hum -29 Hum -25 Hum -20 Hum -20 Hum -20 Hum -15 Hum -15 Hum -13 Hum -13

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maths
degreemathsAdvantage
Hum-23
Hum-27
Hum-29
Hum-25
Hum-20
Hum-20
Hum-20
Hum-15
Hum-15
Hum-13
Hum-13
Hum-10
Hum-10
Hum-10
Hum-10
Hum-10
Hum-5
Hum-5
Hum-5
Hum-5
Hum-5
Hum-5
Hum-5
Hum-5
Hum-5
Hum-5
Hum-4
Hum-1
Hum0
Hum0
Hum0
Hum0
Hum0
Hum0
Hum0
Hum0
Hum0
Hum0
Hum3
Hum5
Hum5
Hum5
Hum5
Hum5
Hum5
Hum5
Hum5
Hum5
Hum5
Hum7
Hum8
Hum10
Hum10
Hum12
Hum10
Hum15
Hum10
Hum17
Hum10
Hum10
Hum11
Hum18
Hum15
Hum15
Hum15
Hum20
Hum25
Hum20
Hum25
Hum28
Hum25
Hum30
Hum30
Hum35
Hum33
Hum35
Hum35
Hum35
Hum38
Hum39
Hum40
Hum45
Hum55
Hum60
Med-25
Med-22
Med-20
Med-5
Med-5
Med0
Med0
Med1
Med5
Med10
Med10
Med15
Med15
Med15
Med25
Med30
Other-20
Other-15
Other-10
Other-10
Other-5
Other-5
Other-1
Other0
Other0
Other0
Other0
Other0
Other3
Other5
Other5
Other5
Other10
Other10
Other12
Other17
Other20
Other20
Other25
Other25
Other30
Other35
Other30
Other30
Other40
Other50
Other55
Sci-55
Sci-45
Sci-35
Sci-25
Sci-25
Sci-23
Sci-20
Sci-15
Sci-15
Sci-15
Sci-15
Sci-15
Sci-14
Sci-12
Sci-12
Sci-11
Sci-10
Sci-10
Sci-10
Sci-10
Sci-10
Sci-10
Sci-5
Sci-5
Sci-5
Sci-5
Sci-5
Sci-5
Sci-5
Sci-2
Sci-1
Sci-1
Sci-1
Sci0
Sci0
Sci0
Sci0
Sci0
Sci0
Sci0
Sci0
Sci5
Sci5
Sci5
Sci5
Sci5
Sci5
Sci9
Sci10
Sci10
Sci10
Sci10
Sci10
Sci10
Sci10
Sci10
Sci13
Sci15
Sci15
Sci15
Sci15
Sci15
Sci20
Sci23
Sci25
Sci29
Sci30
Sci30
Sci35
image text in transcribedimage text in transcribed
## Problem set 3: maths and readers' research areas Does adding maths to a scientific paper make readers think that it has more value, or does it depend on the reader's research area? Researchers sent two abstracts of scientific papers to each of 200 people with postgraduate degrees. Before sending the two abstracts to each person, the researchers chose one of the abstracts at random and added a meaningless sentence describing an unrelated mathematical model (the maths itself wasn't meaningless, but it had no conceptual link to the subject matter of the abstract). The other abstract had no maths added. Participants were asked to score the quality of the research in each abstract on a scale from 1 to 100, and to also state the research area of their postgraduate degree: science including maths and technology (Sci); medicine (Med); humanities including social science (Hum); or other (Other). Then, for each person, the researchers calculated the perceived advantage of adding maths to a paper (mathsAdvantage) as the score for the abstract with maths added minus the score for the abstract without maths added. The data are contained in the file "maths. cav', which you can load by running the chunk below. "{r } # Run this chunk to load the data for Problem set 3 maths Hum, Hum, Hum, Hum, Hum, Hum, Hum, Hum, Hum, Hum, . $ mathsAdvantage -23, -27, -29, -25, -20, -20, -20, -15, -15, -13, ... **EXERCISE 11: Based on the research description above, what are the null and alternate hypotheses of interest? (2 MARKS)** [Enter your response here] **EXERCISE 12: Report (with standard errors) the estimates that are the focus of the hypotheses above. You can work out your answer using the chunk below. (2 MARKS)** [Enter your response here] "{r} # Use this chunk to complete Exercise 12*'ExERCISE 13: what is the appropriate statistical analysis for testing the null hypothesis? What assumptions does the analysis make1 and do you think those assumptions are adequately met in this case? Explain why or why not. You can work out your answer using the chunk below. [4 MARK5)*' [Enter your response here] '{r} _ r a Use tois cqunk to complete Exerczses 13 and 14 {results here wilL also help you to answer Exercise 16} *'ExERCISE 14: After running the appropriate statistical analysis (which you can do in the chunk above}. do you reject or fail to reject the null hypothesis in EXERCISE 11, and why? Explain what this indicates about the effect of a reader's research area on the perceived advantage of adding maths to a paper. (2 HARKS]'* [Enter your response here] *'EXERCISE 15: Does the perceived advantage of adding maths to a paper differ significantly, on average. between readers from different research areas? Your answer should explain which readers differ and how [i.e., who perceives maths more or less positively than others]. You can work out your answer using the chunk below. (4 MARKS)** [Enter your response here] '{r} _ r # Use tqis {unk to complete Exercises 15 and 16 *'EXERCISE 15: Based on the research description and your analysis of the data. write a brief report of the results as though it was your own study. Follow the guidelines in the week ? workshop handout for reporting the results of a statistical analysis, providing all information necessary for readers to understand and properly evaluate the research outcomes. Be sure to use your own words (do not copy the week ? workshop handout). There is no minimum or maximum word limit, but a few sentences should suffice. C4 MARKS]'* [Enter your response here]

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