Module Details
Module Code: |
MATH C1504 |
Module Title:
|
Applied Mathematics
|
Title:
|
Applied Mathematics
|
Module Level:: |
6 |
Module Coordinator: |
Eoin Homan
|
Module Author:: |
Anne Crowley
|
Module Description: |
The aims of the module are to equip the student with the mathematical skills required for the study of the course.
|
Learning Outcomes |
On successful completion of this module the learner will be able to: |
# |
Learning Outcome Description |
LO1 |
Calculate the area and volume of regular shapes and to use algebra to determine parameters and to derive units for parameters from expressions. |
LO2 |
Use algebraic methods to solve and manipulate equations. |
LO3 |
Evaluate distances, angles and areas for right angled and non right angled triangles. |
LO4 |
Plot and interpret linear and non linear functions and extract information from the plots. |
LO5 |
Produce statistical graphs including histograms and ogives and calculate Mode, Mean, Median and the quartile values. |
Dependencies |
Module Recommendations
This is prior learning (or a practical skill) that is recommended before enrolment in this module.
|
No recommendations listed |
Co-requisite Modules
|
No Co-requisite modules listed |
Additional Requisite Information
|
No Co Requisites listed
|
Indicative Content |
(1) COMPUTATION:
(a) Basic Calculator functions and Basic Mathematical Rules
(b) Scales, Fractions and Ratios
(c) Accuracy and Precision
(d) Units and derived units
(e) Basic Algebra
(f) Indices and Powers
(g) Transposition of formulae
|
(2) AREA AND VOLUME:
(a) Perimeter, Area & Volume of Regular and Irregular Shapes
(b) Approximation of Area and Volume
|
(3) TRIGONOMETRY:
(a) Solution of right angled triangles,
(b) Unit circle,
(c) Radian measure,
(d) Solving triangles with the sin & cosine rules,
(e) Area of triangles.
|
(4) EQUATIONS:
(a) Graphed representations of linear
(b) quadratic and cubic equations.
(c) Graphical and numerical simultaneous solutions.
|
(5) STATISTICS:
(a) Statistical graphs (Bar chart, Pie-chart, Ogive, Histogram),
(b) Calculation of Mode, Mean, Median and the quartile values,
(c) Introduction to central tendency & dispersion.
|
Module Content & Assessment
|
Assessment Breakdown | % |
Project | 50.00% |
End of Module Formal Examination | 50.00% |
AssessmentsFull Time
End of Module Formal Examination |
|
Reassessment Requirement |
Repeat examination
Reassessment of this module will consist of a repeat examination. It is possible that there will also be a requirement to be reassessed in a coursework element.
|
Reassessment Description When students are taught core practical Construction Management/Quantity Surveying skills in 100% CA modules the educational strategies typically employed include a classroom/laboratory based approach of demonstration, active participation from the students in practicing the skills in class and continuous feedback from the lecturers on the student’s implementation of the skills while the lecturer addresses student’s questions throughout the session. There are significant issues such as Health and Safety, Educational Integrity etc. around students not acquiring these skills to an adequate level. Students cannot replicate that learning environment outside of the classroom/laboratory setting to learn these skills in order to prepare for a repeat opportunity. On that basis unless students have attained a 35% in their CA work throughout the year that they are not deemed to have met the requirements for a repeat opportunity.
|
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 |
No Description |
12 Weeks per Stage |
3.00 |
36 |
Tutorial |
|
Contact |
No Description |
12 Weeks per Stage |
2.00 |
24 |
Estimated Learner Hours |
|
Non Contact |
No Description |
15 Weeks per Stage |
5.00 |
75 |
Total Weekly Contact Hours |
5.00 |
Module Resources
|
Recommended Book Resources |
---|
-
ANTHONY. DAVISON CROFT (ROBERT.),Robert Davison. (2020), Foundation Maths, 7th. [ISBN: 1292289686].
-
John Bird. (2017), Basic Engineering Mathematics, [ISBN: 1138673706].
-
Surinder Singh Virdi,Roy Baker,Roy T. Baker,Narinder Kaur Virdi. (2014), Construction Mathematics, [ISBN: 9780415810784].
| This module does not have any article/paper resources |
---|
Other Resources |
---|
-
Math Tutor Website,
-
Mathcentre Website,
-
Khan Academy. Website,
|
|