An Encyclopædia of Architecture, Historical, Theoretical, & PracticalLongmans, Green, 1888 - 1443 Seiten |
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Ergebnisse 6-10 von 38
Seite 276
... rectangle is equal to the product of its two sides . Let the rectangle be ABCD ( fig . 286. ) . If the physical line AB be multiplied by the physical line AD , the pro- duct will be the surface ABCD . B b b b b b b b b b c Aa aa ...
... rectangle is equal to the product of its two sides . Let the rectangle be ABCD ( fig . 286. ) . If the physical line AB be multiplied by the physical line AD , the pro- duct will be the surface ABCD . B b b b b b b b b b c Aa aa ...
Seite 277
... rectangle BFGC and the triangle BAC are between the same parallels , and have the same bases , the tri- angle is ( Prop . 29. ) half the rectangle . But the surface of the rectangle is equal ( Prop . 53. ) to the product of BF and BC ...
... rectangle BFGC and the triangle BAC are between the same parallels , and have the same bases , the tri- angle is ( Prop . 29. ) half the rectangle . But the surface of the rectangle is equal ( Prop . 53. ) to the product of BF and BC ...
Seite 280
... rectangles or parallelograms x , z being between the same parallels , are to one another as their bases . Since the base A is triple of the base B , the rectangle x is triple of the rectangle z . In like manner , the rectangles or ...
... rectangles or parallelograms x , z being between the same parallels , are to one another as their bases . Since the base A is triple of the base B , the rectangle x is triple of the rectangle z . In like manner , the rectangles or ...
Seite 281
... rectangle of the extremes CF , CD , or CL is equal ( Prop . 67. ) to the rectangle of the means , that is , to the square of cd . Draw CF D d L B Fig . 305 . Again , the square of CD and the rectangle of the lines CF , CL , being ...
... rectangle of the extremes CF , CD , or CL is equal ( Prop . 67. ) to the rectangle of the means , that is , to the square of cd . Draw CF D d L B Fig . 305 . Again , the square of CD and the rectangle of the lines CF , CL , being ...
Seite 282
... rectangle of the extremes AC , BL is ( Prop . 67. ) equal to the product or rectangle of the means DG , FM . The halves ( Corol . to Prop . 27. ) of these two rectangles , namely , triangles ABC , DFG , are therefore equal . 955. PROP ...
... rectangle of the extremes AC , BL is ( Prop . 67. ) equal to the product or rectangle of the means DG , FM . The halves ( Corol . to Prop . 27. ) of these two rectangles , namely , triangles ABC , DFG , are therefore equal . 955. PROP ...
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