Module Details
Module Code: |
ZMTS C1102 |
Module Title:
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Quantitative Methods 2
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Title:
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Quantitative Methods 2
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Module Level:: |
6 |
Module Coordinator: |
Paula Rankin
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Module Author:: |
Martina O'Gorman
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Module Description: |
The aim of this module is to provide students with the fundamental mathematical and computing skills necessary for comprehension and progression through the field of science.
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Learning Outcomes |
On successful completion of this module the learner will be able to: |
# |
Learning Outcome Description |
LO1 |
Explain the concept of a function and solve problems involving various types of functions. |
LO2 |
Solve single variable calculus problems. |
LO3 |
Use computer software applications for mathematical analysis. |
Dependencies |
Module Recommendations
This is prior learning (or a practical skill) that is recommended before enrolment in this module.
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No recommendations listed |
Co-requisite Modules
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No Co-requisite modules listed |
Additional Requisite Information
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No Co Requisites listed
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Indicative Content |
Functions and Graphs
Concept of a function. Domain and range. Linear, polynomial, exponential and logarithmic functions.
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Trigonometry
Angle measurement, trigonometric ratios, identities and equations. Trigonometric waveforms, their characteristics and applications.
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Differential Calculus
Limit of a function. Definition of the derivative. Rates of change. Rules of differentiation, scientific and business applications using maxima and minima.
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Integral Calculus
Definition of an integral. Table of integrals. Basic integration, substitution and integration by parts. Areas and volumes of integration.
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Practical
Software applications for graphing and solving mathematical problems.
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Module Content & Assessment
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Assessment Breakdown | % |
Continuous Assessment | 30.00% |
Practical | 30.00% |
End of Module Formal Examination | 40.00% |
AssessmentsFull Time
End of Module Formal Examination |
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Reassessment Requirement |
Exam Board
It is at the discretion of the Examination Board as to what the qualifying criteria are.
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SETU Carlow Campus reserves the right to alter the nature and timings of assessment
Module Workload
Workload: Full Time |
Workload Type |
Workload Category |
Contact Type |
Workload Description |
Frequency |
Average Weekly Learner Workload |
Hours |
Lecture |
|
Contact |
Lecture |
12 Weeks per Stage |
3.00 |
36 |
Practicals |
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Contact |
Computer Practical |
12 Weeks per Stage |
1.00 |
12 |
Estimated Learner Hours |
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Non Contact |
Independent learninig |
15 Weeks per Stage |
5.13 |
77 |
Total Weekly Contact Hours |
4.00 |
Module Resources
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Recommended Book Resources |
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ANTHONY. DAVISON CROFT (ROBERT.),Robert Davison. (2020), Foundation Maths, 7. Pearson, [ISBN: 9781292289687].
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Eric Connally,Deborah Hughes-Hallett,Andrew M. Gleason. (2019), Functions Modeling Change, 6. John Wiley & Sons, p.544, [ISBN: 9781119498315].
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Deborah Hughes-Hallett,Andrew M. Gleason,Patti Frazer Lock,Daniel E. Flath. (2018), Applied Calculus, 6. Wiley, [ISBN: 9781119399353].
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Allyn J. Washington,Richard Evans. (2017), Basic Technical Mathematics with Calculus, 11. Pearson, p.1192, [ISBN: 9780134463131].
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Tim Sandle. (2013), Data Review and Analysis for Pharmaceutical Microbiology, 1st. Microbiology Solutions, [ISBN: 9781492235217].
| This module does not have any article/paper resources |
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Other Resources |
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Microsoft. MS Office,
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Math Tutor. MathTutor,
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Stats Tutor,
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Desmos,
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