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Archive and Research Collections catalogues

https://www.bath.ac.uk/publications/archive-and-research-collections-c…

This page lists all the catalogues associated with the Archive and Research Collections kept by the University of Bath in PDF format.

Alliance of Religions and Conservation Collection

https://www.bath.ac.uk/corporate-information/alliance-of-religions-and…

The collection comprises correspondence, trustees’ minutes, press cuttings, administrative papers, reports and publications documenting the management, operation, activities and output of the ARC from its inception. ... The collection was donated to

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arc-catalogue

https://www.bath.ac.uk/publications/archive-and-research-collections-c…

treatment and wildlife habitats, ARC facilitated and supported innovative programmes of education and. ... ARC) in 1995, and the subsequent operation, management, and administration of the organisation.

Course & Unit Catalogues 2024/25 - University of Bath …

https://www.bath.ac.uk/catalogues/2024-2025/ma/MA12010.html

Multivariable calculus & differential equations: Visualisation and analysis of space in rectangular, polar, cylindrical and spherical co-ordinate systems, arc length, surfaces of revolution.

Course & Unit Catalogues 2023/24 - University of…

https://www.bath.ac.uk/catalogues/2023-2024/ma/MA12010.html

Multivariable calculus & differential equations: Visualisation and analysis of space in rectangular, polar, cylindrical and spherical co-ordinate systems, arc length, surfaces of revolution.

ARC-statement-of-principles-2020

https://www.bath.ac.uk/publications/archives-research-collections-docu…

Approved by Library Executive, 18th November 2020. University of Bath Archives & Research Collections: Statement of Principles The Library aims to build, maintain and make accessible unique and distinctive collections in support of institutional

Programme & Unit Catalogues 2022/23 - University of…

https://www.bath.ac.uk/catalogues/2022-2023/ma/MA10230.html

Cartesian, polar, cylindrical and spherical co-ordinate systems; arc length; surfaces of revolution; visualisation and parameterisation of three-dimensional surfaces (planes paraboloids, spheres, cylinders, cones).

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