Paractical Geometry Based on the Various Geometry Books by Godfrey and SiddonsCUP Archive |
Contenido
ANGLES PARALLELS | 1 |
TRIANGLES | 9 |
RULER AND COMPASS CONSTRUCTIONS | 18 |
SYMMETRY | 30 |
AREA | 42 |
THE THEOREM OF PYTHAGORAS | 55 |
LOCI | 61 |
Miscellaneous Exercises I | 67 |
APPLICATIONS OF SIMILAR TRIANGLES | 152 |
CONTINUOUS CHANGE OF A FIGURE | 165 |
Miscellaneous Exercises II | 177 |
DRAWING AND DEVELOPMENT OF SOLID | 190 |
THE PYRAMID AND CONE | 198 |
INCLINATION OF LINE TO PLANE | 210 |
THE SPHERE | 217 |
THE REGULAR SOLIDS | 225 |
Revision Papers A | 78 |
THE CIRCLE CHORDS | 86 |
THE CIRCLE TANGENTS 26 | 92 |
REGULAR POLYGONS | 98 |
ARCS CIRCUMFERENCE AREA | 114 |
CONTACT OF CIRCLES COMMON TANGENTS | 121 |
SIMILARITY | 130 |
RATIO AND PROPORTION | 144 |
Miscellaneous Exercises III | 232 |
Revision Papers B | 240 |
259 | |
PAGE | 271 |
Chapter II | 4 |
If a straight line cuts two parallel straight lines | 10 |
If two circles touch the point of contact lies in | 82 |
Chapter XI | 91 |
Términos y frases comunes
altitude bisects Calculate the length centre chord circle of radius circles touch circumcircle circumference common tangents cone congruent Construct a triangle cyclic quadrilateral cylinder Data diagonals diameter divided Draw a circle drawn parallel edge equiangular equidistant equilateral triangle exterior angle figure Find the area Find the distance Find the length fixed point freehand given circle given line given point given straight line height Hence horizontal hypotenuse inches inscribed intersect isosceles trapezium isosceles triangle line joining locus Measure meet mid-point middle point miles opposite sides paper parallelogram plane produced Proof Prove pyramid Pythagoras quadrilateral ABCD radii radius ratio rectangle regular polygon Repeat Ex rhombus right angles right-angled triangle segment set square Show similar sphere square subtends surface tetrahedron THEOREM trapezium triangle ABC vertex vertical