| Literature DB >> 20810961 |
Kelly E Matthews1, Peter Adams, Merrilyn Goos.
Abstract
Modern biological sciences require practitioners to have increasing levels of knowledge, competence, and skills in mathematics and programming. A recent review of the science curriculum at the University of Queensland, a large, research-intensive institution in Australia, resulted in the development of a more quantitatively rigorous undergraduate program. Inspired by the National Research Council's BIO2010 report, a new interdisciplinary first-year course (SCIE1000) was created, incorporating mathematics and computer programming in the context of modern science. In this study, the perceptions of biological science students enrolled in SCIE1000 in 2008 and 2009 are measured. Analysis indicates that, as a result of taking SCIE1000, biological science students gained a positive appreciation of the importance of mathematics in their discipline. However, the data revealed that SCIE1000 did not contribute positively to gains in appreciation for computing and only slightly influenced students' motivation to enroll in upper-level quantitative-based courses. Further comparisons between 2008 and 2009 demonstrated the positive effect of using genuine, real-world contexts to enhance student perceptions toward the relevance of mathematics. The results support the recommendation from BIO2010 that mathematics should be introduced to biology students in first-year courses using real-world examples, while challenging the benefits of introducing programming in first-year courses.Entities:
Mesh:
Year: 2010 PMID: 20810961 PMCID: PMC2931676 DOI: 10.1187/cbe.10-03-0034
Source DB: PubMed Journal: CBE Life Sci Educ ISSN: 1931-7913 Impact factor: 3.325
SCIE1000 course aims and objectives
| Aims | Objectives |
|---|---|
| This course aims to:
Introduce students to the interdisciplinary nature of modern science; Instill an appreciation of the quantitative skills required for the practice of modern science, regardless of discipline; Improve students' mathematical and computational skills in the context of scientific problems and issues; and Involve students in analysis of some “big-picture” issues in science. | Students will be able to:
Analyze the interdisciplinary nature of modern science, including some of the similarities and differences across a range of discipline areas; Explain the importance of modeling in science by demonstrating the skills required to produce and analyze such models; Apply fundamental mathematical techniques that are important to problems across a range of scientific discipline areas; Explain key introductory concepts in computer science, design and write simple computer programs in the language python, and interprete the output of these programs; and Communicate responses to quantitative and science-based problems in a correct, logical, and scientifically appropriate style. |
Course content framework (Matthews )
| Real-world issue | Mathematical concepts | Scientific context |
|---|---|---|
| Heart disease | Modeling (discrete vs. continuous) | Biology and physics: fluid flow, risk factors |
| Media reporting | Quantitative reasoning and units | Scientific literacy |
| Climate change | Basic mathematical functions (linear, quadratic, power) | Geographical sciences and ecology: temperature, wind chill, climate, impacts on species and diversity |
| Periodic functions | Geographical sciences and biology: daytimes and seasons | |
| Exponentials and logarithms | Biology and chemistry: algal blooms, radioactive decay, pH scale | |
| Matrices and matrix operations | Geographical sciences: greenhouse gases and carbon trading schemes | |
| Populations | Discrete models, geometric models, matrix models | Microbiology, ecology, and psychology: bacterial growth, stage-structured population models, behaviorism |
| Drugs, sex, and depression | Average rates of change, derivatives, Newton's algorithm for finding roots | Pharmacology: pharmacokinetics |
| Hypersonic flight | Antiderivatives and integration | Physics: motion |
Figure 1.Biology student perceptions in 2008 and 2009 on a 5-point Likert scale with standard deviation. The first survey question was, Think about your whole experience in this course. Overall, how would you rate this course? (1 = poor, 5 = outstanding). The second survey question was, How important do you think mathematics is in science? (1 = not at all important, 5 = very important).
Figure 2.Overall rating for the four courses that make up the recommended first-year, first-semester curriculum for biology students, ranked on a 5-point Likert scale. The survey question was, Think about your whole experience in this course. Overall, how would you rate this course? (1 = poor, 5 = outstanding). These results incorporate all respondents in all courses, not just biology majors.
Figure 3.Biology student perceptions in 2008 and 2009 on a 3-point scale with standard deviation. The survey question was, As a result of participating in this course, rate the LEVEL to which you FEEL … 1 = low, 2 = medium, 3 = high).