Calculus I; Calculus II; Complex numbers and differential equations; Matrices and vectors, by Brian Knight and Roger Adams. Pp 118, 97, 119, 96. £1·50 each.Lecturer’s notes. Pp 69. £3. 1975. SBN 0 04 517011 8/517012 6/510052 7/510053 5/510054 3 (Allen and Unwin)

Alan Sherlock; Geoff Corris

doi:10.2307/3615460

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Calculus I; Calculus II; Complex numbers and differential equations; Matrices and vectors, by Brian Knight and Roger Adams. Pp 118, 97, 119, 96. £1·50 each.Lecturer’s notes. Pp 69. £3. 1975. SBN 0 04 517011 8/517012 6/510052 7/510053 5/510054 3 (Allen and Unwin)

Volume 60, Issue 414
Alan Sherlock ^(a1) and Geoff Corris ^(a1)
DOI: https://doi.org/10.2307/3615460

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Calculus I; Calculus II; Complex numbers and differential equations; Matrices and vectors, by Brian Knight and Roger Adams. Pp 118, 97, 119, 96. £1·50 each.Lecturer’s notes. Pp 69. £3. 1975. SBN 0 04 517011 8/517012 6/510052 7/510053 5/510054 3 (Allen and Unwin)

Volume 60, Issue 414
Alan Sherlock ^(a1) and Geoff Corris ^(a1)
DOI: https://doi.org/10.2307/3615460

To save this article to your Google Drive account, please select one or more formats and confirm that you agree to abide by our usage policies. If this is the first time you used this feature, you will be asked to authorise Cambridge Core to connect with your Google Drive account. Find out more about saving content to Google Drive.

Calculus I; Calculus II; Complex numbers and differential equations; Matrices and vectors, by Brian Knight and Roger Adams. Pp 118, 97, 119, 96. £1·50 each.Lecturer’s notes. Pp 69. £3. 1975. SBN 0 04 517011 8/517012 6/510052 7/510053 5/510054 3 (Allen and Unwin)

Volume 60, Issue 414
Alan Sherlock ^(a1) and Geoff Corris ^(a1)
DOI: https://doi.org/10.2307/3615460

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Calculus I; Calculus II; Complex numbers and differential equations; Matrices and vectors, by Brian Knight and Roger Adams. Pp 118, 97, 119, 96. £1·50 each.Lecturer’s notes. Pp 69. £3. 1975. SBN 0 04 517011 8/517012 6/510052 7/510053 5/510054 3 (Allen and Unwin)

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Calculus I; Calculus II; Complex numbers and differential equations; Matrices and vectors, by Brian Knight and Roger Adams. Pp 118, 97, 119, 96. £1·50 each.Lecturer’s notes. Pp 69. £3. 1975. SBN 0 04 517011 8/517012 6/510052 7/510053 5/510054 3 (Allen and Unwin)

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