Front cover image for Elements of geometry

Elements of geometry

eBook, English, 2000
Robert S. Davis, Victoria, 2000
1 online resource (332 pages)
958535393
Elements of Geometry; Cover; Front Matter; Page ; Page ; Page ; Page ; Page ; Page ; Page ; Page iii; Page iv; Page v; Page VI; Body; BOOK I. Elementary Principles; Page 7; Page 8; Page 9; Page 10; Page 11; Page 12; Page 13; Page 14; Page 15; Page 16; Page 17; Page 18; Page 19; Page 20; Page 21; Page 22; Page 23; Page 24; Page 25; Page 26; Page 27; Page 28; Page 29; Page 30; Page 31; Page 32; Page 33; Page 34; Page 35; Page 36; Page 37; Page 38; Page 39; Page 40; Page 41; Page 42; BOOK II. Ratio and Proportion; Page 43; Page 44; Page 45; Page 46; Page 47; Page 48; Page 49; Page 50; Page 51. Page 52Page 53; Page 54; BOOK III. The Circle, and the Measure of Angles; Page 55; Page 56; Page 57; Page 58; Page 59; Page 60; Page 61; Page 62; Page 63; Page 64; Page 65; Page 66; Page 67; Page 68; Page 69; Page 70; Page 71; Page 72; Page 73; Page 74; Page 75; BOOK IV. Proportions, Areas, and Similarity of Figures; Page 76; Page 77; Page 78; Page 79; Page 80; Page 81; Page 82; Page 83; Page 84; Page 85; Page 86; Page 87; Page 88; Page 89; Page 90; Page 91; Page 92; Page 93; Page 94; Page 95; Page 96; Page 97; Page 98; Page 99; Page 100; Page 101; Page 102; Page 103; Page 104; Page 105. Page 106Page 107; Page 108; Page 109; Page 110; Page 111; Page 112; Page 113; Page 114; Page 115; Page 116; Page 117; BOOK V. Problems Relating to the Preceding Books; Page 118; Page 119; Page 120; Page 121; Page 122; Page 123; Page 124; Page 125; Page 126; Page 127; Page 128; Page 129; Page 130; Page 131; Page 132; Page 133; Page 134; Page 135; Page 136; Page 137; Page 138; Page 139; Page 140; Page 141; BOOK VI. Regular Polygons, and the Area of the Circle; Page 142; Page 143; Page 144; Page 145; Page 146; Page 147; Page 148; Page 149; Page 150; Page 151; Page 152; Page 153; Page 154. Page 155Page 156; Page 157; Page 158; Page 159; Page 160; Page 161; Page 162; Page 163; Page 164; BOOK VII. Planes.-Diedral and Polyedral Angles; Page 165; Page 166; Page 167; Page 168; Page 169; Page 170; Page 171; Page 172; Page 173; Page 174; Page 175; Page 176; Page 177; Page 178; Page 179; Page 180; Page 181; Page 182; Page 183; BOOK VIII. Polyedrons; Page 184; Page 185; Page 186; Page 187; Page 188; Page 189; Page 190; Page 191; Page 192; Page 193; Page 194; Page 195; Page 196; Page 197; Page 198; Page 199; Page 200; Page 201; Page 202; Page 203; Page 204; Page 205; Page 206; Page 207. Page 208Page 209; Page 210; Page 211; Page 212; Page 213; BOOK IX. The Sphere, and its Properties; Page 214; Page 215; Page 216; Page 217; Page 218; Page 219; Page 220; Page 221; Page 222; Page 223; Page 224; Page 225; Page 226; Page 227; Page 228; Page 229; Page 230; Page 231; Page 232; Page 233; Page 234; Page 235; Page 236; Page 237; BOOK X. The Three Round Bodies; Page 238; Page 239; Page 240; Page 241; Page 242; Page 243; Page 244; Page 245; Page 246; Page 247; Page 248; Page 249; Page 250; Page 251; Page 252; BOOK XI. Applications of Geometry to the Mensuration of Plane Figures
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