AnnualReport-1910 — Page 353

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N 46

4. Class 2 (Oxford Local "Junior" Standard).--In addition to the work of the previous Classes

A.-Quadratic Equations (One unknown).

B.-Harder Fractions.

C.--Square Root.

D.-Indices.

E. Harder Graphical Problems.

5. Class 1 (Oxford Local "Senior" Standard).--In addition to the work of the previous Classes

A.-Algebra up to the Binomial Theorem with a positive integral index.

B.-Graphs of well-known curves, e.g., circle, parabola, hyperbola, and ellipse.

GEOMETRY

1. In Class 5.--Sections A & D.

A. The definition of the angle, right angle, triangle, circle, radius, diameter, bisection, theorem, and problem. The meaning of the usual symbols and abbreviations. Discussion of the parts of a triangle.

B. The proof of the congruency of two triangles (Theorems 4 and 7).

C.--Problems 1, 2, 3, 4, 5, 7 (Method 2), 8, 9, 11, 12, 13, and their Proofs.

D. A knowledge of the definition, appearance, and simple properties of the cube, cuboid, prism, cylinder, pyramid, cone, and sphere, aided by models.

Class 4--Sections A, B, C & D above.

2. Class 3 (Oxford Local Preliminary Standard).--In addition to the work of Class 4:--

Definitions, Theorems, and Problems in Parts I & II, Hall & Stevens' Geometry. Theorems 11, 12, 15, 18, 19, 22, 28, 29, and 30 should be omitted.

3. Class 2 (Oxford Local "Junior" Standard).--In addition to the work of the previous Classes :—

Part II, Hall & Stevens' Geometry

Part III, Theorems 31, 38, 39, 40, 41.

The construction of the circumscribed, inscribed, and escribed circles of a triangle.

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N 46 4. Class 2 (Oxford Local "Junior" Standard).--In addition to the work of the previous Classes A.-Quadratic Equations (One unknown). B.-Harder Fractions. C.--Square Root. D.-Indices. E. Harder Graphical Problems. 5. Class 1 (Oxford Local "Senior" Standard).--In addition to the work of the previous Classes A.-Algebra up to the Binomial Theorem with a positive integral index. B.-Graphs of well-known curves, e.g., circle, parabola, hyperbola, and ellipse. GEOMETRY 1. In Class 5.--Sections A & D. A. The definition of the angle, right angle, triangle, circle, radius, diameter, bisection, theorem, and problem. The meaning of the usual symbols and abbreviations. Discussion of the parts of a triangle. B. The proof of the congruency of two triangles (Theorems 4 and 7). C.--Problems 1, 2, 3, 4, 5, 7 (Method 2), 8, 9, 11, 12, 13, and their Proofs. D. A knowledge of the definition, appearance, and simple properties of the cube, cuboid, prism, cylinder, pyramid, cone, and sphere, aided by models. Class 4--Sections A, B, C & D above. 2. Class 3 (Oxford Local Preliminary Standard).--In addition to the work of Class 4:-- Definitions, Theorems, and Problems in Parts I & II, Hall & Stevens' Geometry. Theorems 11, 12, 15, 18, 19, 22, 28, 29, and 30 should be omitted. 3. Class 2 (Oxford Local "Junior" Standard).--In addition to the work of the previous Classes :— Part II, Hall & Stevens' Geometry Part III, Theorems 31, 38, 39, 40, 41. The construction of the circumscribed, inscribed, and escribed circles of a triangle.
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N 46 4. Class 2 (Oxford Local "Junior" Standard).--In addition to the work of the previous Classes 1.-Quadratic Equations (One unknown). B-Harder Fractions. C.--Square Root. D.-Indices. E. Harder Graphical Problems. 5. Class 1 (Oxford Local "Senior" Standard).--In addition to the work of the previous Classes A.-Algebra up to the Binomial Theorem with a positive integral index. B.-Graphs of well known curves, eg., circle, parabola, hyperbola and ellipse. GEOMETRY 1. In Class 5.-Sections A & D. .1. The definition of the angle, right angle, triangle, circle, radius, diameter, bisection, theorem, and pro- blem. The meaning of the usual symbols and abbre- viations. Discussion of the parts of a triangle. B. The proof of the congruency of two triangles (The- orems 4 and 7). ('.--Problems 1, 2, 3, 4, 5, 7 (Method 2), 8, 9, 11, 12, 13, and their Proofs. D. A knowledge of the definition, appearance and sim- ple properties of the cube, cuboid, prism, cylinder, pyramid, cone and sphere, aided by models. Class 4--Sections A, B, C & D above. 2. Class 3 (0xford Local Preliminary Standard).--In addi- tion to the work of Class 4:-- Definitions, Theorems and Problems in Parts I & II, Hall & Stevens' Geometry. Theorems 11, 12, 15, 18, 19, 22, 28, 29 and 30 should be omitted. 3. Class 2 (Oxford Lueal "Junior" Standard).--In addition to the work of the previous Classes :— Part II, Hall & Stevens' Geometry Part III, Theorems 31, 38, 39, 40, 41. The construction of the circumscribed, inscribed and escribed circles of a triangle.
2026-05-06 01:37:58 · Baseline
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N 46

4. Class 2 (Oxford Local "Junior" Standard).--In addition to the work of the previous Classes

1.-Quadratic Equations (One unknown).

B-Harder Fractions.

C.--Square Root.

D.-Indices.

E. Harder Graphical Problems.

5. Class 1 (Oxford Local "Senior" Standard).--In addition to the work of the previous Classes

A.-Algebra up to the Binomial Theorem with a positive

integral index.

B.-Graphs of well known curves, eg., circle, parabola,

hyperbola and ellipse.

GEOMETRY

1. In Class 5.-Sections A & D.

.1. The definition of the angle, right angle, triangle, circle, radius, diameter, bisection, theorem, and pro- blem. The meaning of the usual symbols and abbre- viations. Discussion of the parts of a triangle.

B. The proof of the congruency of two triangles (The-

orems 4 and 7).

('.--Problems 1, 2, 3, 4, 5, 7 (Method 2), 8, 9, 11, 12, 13,

and their Proofs.

D. A knowledge of the definition, appearance and sim- ple properties of the cube, cuboid, prism, cylinder, pyramid, cone and sphere, aided by models.

Class 4--Sections A, B, C & D above.

2. Class 3 (0xford Local Preliminary Standard).--In addi- tion to the work of Class 4:--

Definitions, Theorems and Problems in Parts I & II, Hall & Stevens' Geometry. Theorems 11, 12, 15, 18, 19, 22, 28, 29 and 30 should be omitted.

3. Class 2 (Oxford Lueal "Junior" Standard).--In addition to the work of the previous Classes :—

Part II, Hall & Stevens' Geometry

Part III, Theorems 31, 38, 39, 40, 41.

The construction of the circumscribed, inscribed and escribed circles of a triangle.

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