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MarkingScheme GeometryH Question 1 (2017)

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Page 1: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

MarkingSchemeGeometryH

Question 1 (2017)

Page 2: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 3: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 2 (2016)

Page 4: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 3 (2015)

Page 5: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 6: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 4 (2015)

Page 7: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 8: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 9: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 10: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 5 (2014)

Page 11: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 12: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 6 (2014)

Page 13: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 7 (2014)

Question 8 (2013)

Page 14: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 15: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 9 (2012)

Page 16: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 17: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 18: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 10 (2012)

Page 19: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 11 (2012)

Page 20: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 21: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 22: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 23: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 12 (2012)

Page 24: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 13 (2012)

Page 25: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 26: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 14 (2011)

Question 15 (2010)

Page 27: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

Question 16 (2010)

Page 28: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing
Page 29: MarkingScheme - M. Selkirk Confey College · 2019. 11. 23. · 1800 Therefore DOEC is a cyclic quadrilateral (by the converse of Corollary 5). Therefore ZDOC and LDEC are angles standing

MarkingScheme - M. Selkirk Confey College · Scale 5C (0, 3, 4, 5) Low Partial Credit: Period identified or — or 12-34 High Partial Credit: equation in c with some substitution

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MarkingScheme - M. Selkirk Confey College · 2019-11-23 · Marking Notes Scale IOC (0, 3, 7, 10) Low Partial Credit Pythagoras with relevant substitution High Partial Credit IECI

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