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Teaching GuideTerm Faculty of Computer Science |
| Grao en Intelixencia Artificial |
 Subjects |
| Calculus and Numerical Analysis |
| Assessment |
| Identifying Data | 2022/23 | |||||||||||||
| Subject | Calculus and Numerical Analysis | Code | 614G03002 | |||||||||||
| Study programme |
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| Descriptors | Cycle | Period | Year | Type | Credits | |||||||||
| Graduate | 1st four-month period |
First | Basic training | 6 | ||||||||||
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| Methodologies | Competencies | Description | Qualification |
| ICT practicals | A1 B2 B3 B5 B7 B9 C3 | During ICT practicals lecturers will propose exercises that will qualify up to 40% of the final mark. | 40 |
| Objective test | A1 B2 B3 B5 B7 | There will be a written test on the dates set by the Faculty Board. This test will qualify between 50% and 60% of the final mark, depending on the qualification obtained in the problem solving test. | 50 |
| Problem solving | A1 B2 B3 B5 B7 B9 C3 | Along the four-month period of classes, there will be a test that will qualify up to 10% of the final mark. Those students that won't achieve the maximum qualification, will have the opportunity to recover the remaining part in the objective test. | 10 |
| Assessment comments | |||
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In order to pass the subject, it is mandatory to attain at least a qualification of 50%. Part-time students and those with academic dispensation of attendance exemption that have not been evaluated of ICT practicals can do a specific exam to recover 40% of the final mark; they can obtain the remaining 60% with the objective test. Fraudulent performance of the tests or evaluation activities, once verified, will directly imply a mark of "0" in the subject in the corresponding call, invalidating any grade obtained in all the evaluation activities for the extraordinary call. |
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