Curriculum Mapping System
Module - DLAE0001 - Mathematics for Engineers
| Programme | EngDLA - DLA: Engineering Modules
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| Year |
https://curriculum.nottingham.ac.uk/2026/view/tree/67323/year_lookup/XXIDXX
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| Accrediting Bodies | https://curriculum.nottingham.ac.uk/2026/view/tree/67323/year_lookup/XXIDXX
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| Module Code | DLAE0001 |
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| Credits | 20 |
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Introduces a range of fundamental mathematical techniques that can be applied to engineering problems. It includes
- Calculus of a single variable,
- Techniques for solving differential equations;
- Algebra of complex numbers;
- Matrix techniques
- Vectors
Based on modules
MMME1026, EEEE1005,MTHS1008,MTHS1009
- Sessions
- Learning Activities
- Outcomes
- Other Modules
https://curriculum.nottingham.ac.uk/2026/view/nodetree/67323/session/XXIDXX
https://curriculum.nottingham.ac.uk/2026/view/nodetree/67323/learning_act/XXIDXX
https://curriculum.nottingham.ac.uk/2026/view/tree/67323/outcomes/XXIDXX
No Group |
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LO1 - Apply calculus of a single variable to engineering problems.
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LO2 - Able to solve engineering problems involving differential equations.
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LO3 - Apply complex numbers in an engineering context.
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LO4 - Solve linear equations encoutered in engineering using matrix techniques.
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LO5 - Able to formulate engineering problems using vectors.
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https://curriculum.nottingham.ac.uk/2026/view/tree/67323/other_modules/XXIDXX
Programme
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