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  Item Reference: KCLCAL-1944-1945-157

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t COURSES OF STUDY 167 11 Candidates for an Honours degree will be required to satisfy the examiners in not less than five of the subjects set out in Clause 10 the five subjects to be contained within one of the following groups Group A-Theory and Design of Machines Hydraulics Theory and Design of Structures Geodesy and Quantities Design and Construction of Public Works Engineering Metallurgy or Engineering Geology or Mathematics Group Β-Theory and Design of Machines Hydraulics Theory of Heat Engines Theory and Design of Structures Electrical Power Engineering Metallurgy or Engineering Geology or Mathematics Group C-Theory and Design of Machines Hydraulics Theory of Heat Engines Electrical Power Electrical Design Engineering Metallurgy or Engineering Geology or Mathematics candidate shall not be precluded from offering both Engineering Geology and Mathematics or both Engineering Metallurgy and Mathe- matics but the marks obtained in one only of these subjects shall be included in the aggregate or recognised for the requisite number of subjects in which the candidate has to satisfy Candidates will be required to declare on form provided for the purpose the subjects offered for the Part II Examination not later than February 20th in the academic year in which they present them- selves for that examination 12 The examiners shall fix the minimum combined aggregate of the marks in the Part and the Part II Examinations required for the award of First Class and Second Class Honours 13 candidate who satisfies the examiners in not less than four of the subjects comprised within any one of the Groups Β and in Clause 11 or who satisfies the examiners in five subjects in group but fails to obtain the minimum aggregate of marks for Honours may be recommended for the award of the Pass degree candidate who under Clause is allowed to proceed to the Part II Examination for the Pass degree only shall not be obliged to offer in that examination more than four of the subjects comprised within any one of the Groups Β and in Clause 11
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