DCU Home | Our Courses | Loop | Registry | Library | Search DCU
<< Back to Module List

Module Specifications.

Current Academic Year 2024 - 2025

All Module information is indicative, and this portal is an interim interface pending the full upgrade of Coursebuilder and subsequent integration to the new DCU Student Information System (DCU Key).

As such, this is a point in time view of data which will be refreshed periodically. Some fields/data may not yet be available pending the completion of the full Coursebuilder upgrade and integration project. We will post status updates as they become available. Thank you for your patience and understanding.

Date posted: September 2024

Module Title Calculus
Module Code MTH1088 (ITS) / MTH1088 (Banner)
Faculty Science & Health School Mathematical Sciences
Module Co-ordinatorSinead Breen
Module Teachers-
NFQ level 8 Credit Rating 5
Pre-requisite Not Available
Co-requisite Not Available
Compatibles Not Available
Incompatibles Not Available
None
Description

This module adopts a mastery learning approach to a range of core skills in calculus. Students will be required to reach a threshold in four core areas: Equations and Inequalities; Derivatives; Applications of Differentiation; Integration. There will be instruction, workshops and tutorials in each of the four areas (c. 3 weeks for each) followed by an in-person, closed-book, online assessment. Students must retake these assessments until the threshold in all four is reached.

Learning Outcomes

1. Carry out a range of algebraic procedures (including solving equations and inequalities and constructing and interpreting graphs) related to a selection of elementary functions: linear, quadratic, rational, trigonometric, logarithmic and exponential functions, and algebraic combinations of these
2. Describe in outline form the concept of the derivative and evaluate derivatives by applying rules of differentiation to elementary functions and combinations of these (including compositions).
3. Apply differential calculus of elementary functions to a range of procedures including finding tangents, location of stationary points, identification of intervals of increase and decrease, optimisation, curve sketching, approximation using Taylor’s theorem, implicit differentiation, and related rates.
4. Evaluate indefinite and definite integrals of a range of elementary functions using integration by tables, integration by parts and integration by substitution.



Workload Full-time hours per semester
Type Hours Description
Lecture22Instructional workshop-style lectures
Tutorial22Practice sessions
Directed learning33Preparation for tutorials
Assessment Feedback4Completion of assessments
Independent Study44No Description
Total Workload: 125

All module information is indicative and subject to change. For further information,students are advised to refer to the University's Marks and Standards and Programme Specific Regulations at: http://www.dcu.ie/registry/examinations/index.shtml

Indicative Content and Learning Activities

Assessment Breakdown
Continuous Assessment100% Examination Weight0%
Course Work Breakdown
TypeDescription% of totalAssessment Date
Loop QuizTopic 1: Equations & Inequalities25%Week 3
Loop QuizTopic 2: Differentiation25%Week 6
Loop QuizTopic 3: Applications of Differentiation25%Week 9
Loop QuizTopic 4: Integration25%Week 12
Reassessment Requirement Type
Resit arrangements are explained by the following categories:
Resit category 1: A resit is available for both* components of the module.
Resit category 2: No resit is available for a 100% continuous assessment module.
Resit category 3: No resit is available for the continuous assessment component where there is a continuous assessment and examination element.
* ‘Both’ is used in the context of the module having a Continuous Assessment/Examination split; where the module is 100% continuous assessment, there will also be a resit of the assessment
This module is category 1
Indicative Reading List

    Other Resources

    None

    << Back to Module List